Converting Between Systems

Key Questions

• When is it easier to use the polar form of an equation or a rectangular form of an equation?

  It is usually suitable to use polar coordinates when you deal with round objects like circles, and to use rectangular coordinates when you deal with more straight edges like rectangles.

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  I hope that this was helpful.

  Wataru · 1 · Nov 6 2014
• How do you convert rectangular coordinates to polar coordinates?

  To convert from polar to rectangular:

  #x=rcos theta #
  #y=rsin theta#

  To convert from rectangular to polar:

  #r^2=x^2+y^2#
  #tan theta= y/x#

  This is where these equations come from:
  

  Basically, if you are given an #(r,theta)# -a polar coordinate- , you can plug your #r# and #theta# into your equation for #x=rcos theta # and #y=rsin theta# to get your #(x,y)#.

  The same holds true for if you are given an #(x,y)#-a rectangular coordinate- instead. You can solve for #r# in #r^2=x^2+y^2# to get #r=sqrt(x^2+y^2)# and solve for #theta# in #tan theta= y/x# to get #theta=arctan (y/x)# (arctan is just tan inverse, or #tan^-1#). Note that there can be infinitely many polar coordinates that mean the same thing. For example, #(5, pi/3)=(5,-5pi/3)=(-5,4pi/3)=(-5,-2pi/3)#...However, by convention, we are always measuring positive #theta# COUNTERCLOCKWISE from the x-axis, even if our #r# is negative.

  Let's look at a couple examples.

  ( 1)Convert #(4,2pi/3)# into Cartesian coordinates.

  So we just plug in our #r=4# and #theta= 2pi/3# into

  #x=4cos 2pi/3=-2#
  #y=4sin 2pi/3=2sqrt3#

  The cartersian coordinate is #(-2,2sqrt3)#

  (2) Convert #(1,1)# into polar coordinates. ( since there are many posibilites of this, the restriction here is that #r# must be positive and #theta# must be between 0 and #pi#)

  So, #x=1# and #y=1#. We can find # r# and #theta# from:
  #r=sqrt(1^2+1^2)=sqrt2#
  #theta=arctan (y/x)=arctan(1)=pi/4#

  The polar coordinate is #(sqrt2,pi/4)#

  Sally · 11 · Dec 1 2014

• How do you convert rectangular coordinates to polar coordinates?
• When is it easier to use the polar form of an equation or a rectangular form of an equation?
• How do you write #r = 4 \cos \theta # into rectangular form?
• What is the rectangular form of #r = 3 \csc \theta #?
• What is the polar form of # x^2 + y^2 = 2x#?
• How do you convert #r \sin^2 \theta =3 \cos \theta# into rectangular form?
• How do you convert from 300 degrees to radians?
• How do you convert the polar equation #10 sin(θ)# to the rectangular form?
• How do you convert the rectangular equation to polar form x=4?
• How do you find the cartesian graph of #r cos(θ) = 9#?
• How do you find the cartesian graph of #r = 5sin(θ)#?
• How do you find the polar equation to graph of #x = 7#?
• How do you find the cartesian equation for #r = 4 + 4cosT#?
• How do you find the cartesian equation for #r = 3 / (1 + cosT)#?
• How do you find the polar equation for #x^2+y^2=16#?
• How do you convert x=3 into a polar equation?
• How do you convert #y=x^2# into a polar equation?
• How do you convert #r^2 = cost# into a rectangular equation?
• How do you convert # r = 2sint# into a rectangular equation?
• How do you convert #r^2 = sin2t# into a rectangular equation?
• How do you convert #r = 12/(4 + 8 sinx)# into a rectangular equation?
• How do you convert # r(2 - cos theta) = 2# into a rectangular equation?
• How do you convert #rcos(t) = 4# into a rectangular equation?
• How do you convert #x+2y-4=0# into a polar equation?
• How do you convert #(x-2)^2 + (y-3)^2 = 1# into a polar equation?
• How do you convert # r = 2/(3cos(θ)-sin(θ))# into a rectangular equation?
• How do you convert #r=6cos(theta)# to rectangular form?
• How do you convert #theta=pi/6# to rectangular form?
• How do you convert #theta=-pi/6# into rectangular form?
• How do you convert #x^2+y^2=9# into polar form?
• How do you convert #r = -9 cos theta# into rectangular form?
• How do you convert #r= -5# into rectangular form?
• How do you convert #r= -2sin(theta)# into rectangular form?
• How do you convert #rcos(theta)=6# into rectangular form?
• How do you convert #x = -3# into polar form?
• How do you convert #y = x# into polar form?
• How do you convert #x^2=4y# into polar form?
• How do you convert #r=1/(1-cosx)# into rectangular form?
• How do you convert #r = 1/(8 - cos(theta)) # into rectangular form?
• How do you convert #r = 3(4cos(t))# into rectangular form?
• How do you convert #x^2+y^2=x# into polar form?
• How do you convert #4x^2y=1# into polar form?
• How do you write #x = 7# into polar form?
• How do you convert the rectangular equation #3x + 4y = 2# to polar form?
• How do you convert #r = (8secθ) / (4secθ + 1)# into rectangular form?
• How do you convert #r = 2cos2θ# into rectangular form?
• How do you convert #r = 3sin2θ# into rectangular form?
• How do you convert #r = 2cosθ# into rectangular form?
• How do you convert #r = -sin3θ# into rectangular form?
• How do you convert #rcos(theta) = 4# into rectangular form?
• How do you convert #rsintheta = -2# into rectangular form?
• How do you convert #r^2 = cos4θ# into rectangular form?
• How do you convert #r*(csctheta) = sqrt(11)# into rectangular form?
• How do you convert #r = 8sin(θ)# into rectangular form?
• How do you convert #r = 7(1 - sin(θ))# into rectangular form?
• How do you convert #r = 2-2cos(theta) # into rectangular form?
• How do you convert #r = 3# into rectangular form?
• How do you convert # r = 6sinθ# into rectangular form?
• How do you convert #r = 6cosθ# into rectangular form?
• How do you convert #y=x^2# into polar form?
• How do you convert #r^2(cos2(theta))=1# into cartesian form?
• How do you convert #r = 6/(3 - 4cos(theta))# into cartesian form?
• How do you convert #y = (sqrt(3)/3)x# into polar form?
• How do you convert #y = sqrt(3)x# into polar form?
• How do you convert #y = (pi/6)x# into polar form?
• How do you convert #x^2 – 9 = 0# into polar form?
• How do you convert #x^2 + y^2 – 9y = 0# into polar form?
• How do you convert #x^2 + y^2 = 9# into polar form?
• How do you solve #x^4-2x^2+2=0# in polar form?
• How do you convert #2xy = 1 # in polar form?
• How do you convert #y^2= 4(x+1) # in polar form?
• How do you convert #6 x+ 3 y = 2 # in polar form?
• How do you convert #x^2 - y^2 = 1 # in polar form?
• How do you convert #r=sin2(theta) # in rectangular form?
• How do you convert #(x-1)^2 +y^2 =5# in polar form?
• How do you convert #x^2 + y^2 - 8y = 0# in polar form?
• How do you convert #(x - 2)^2 + y^2 = 4# in polar form?
• How do you convert #x^2 - y^2 = 5# in polar form?
• How do you convert #r=25/( 5-3cos(theta-30))# into rectangular form?
• How do you convert #x^2 + y^2 = 2# into polar form?
• How do you convert #r=2(cos(theta))^2# into cartesian form?
• How do you convert #r = 1/(4 - costheta)# into cartesian form?
• How do you convert # r = 1/(1-cos(x))# into cartesian form?
• How do you convert # r = 4# into cartesian form?
• How do you convert #r = 6 / (2*cos[theta] - 3*sin[theta]) # into cartesian form?
• How do you convert #r=4tan(θ)sec(θ)# into cartesian form?
• How do you convert #r = 5 cos (t)# into cartesian form?
• How do you convert #r = 5 cos (t)# into cartesian form?
• How do you convert #r=9/(1+3sin(θ))# into rectangular form?
• How do you convert #y = 3# into polar form?
• How do you convert #x^2 + y^2 = 49# into polar form?
• How do you convert #2x + 3y = 6# into polar form?
• How do you convert #x^2 + y^2 = 4x# into polar form?
• How do you convert #xy=1# into polar form?
• How do you convert #r=cos(theta)# into cartesian form?
• How do you convert #r=1+cos(theta)# into cartesian form?
• How do you convert #r=sec(theta - pi/6)# into cartesian form?
• How do you convert #r= 8(cos(x)+(sin(x))# into cartesian form?
• How do you convert #r= -8(cos(x)+(sin(x)) # into cartesian form?
• How do you convert #r= 8(cos(x)-(sin(x))# into cartesian form?
• How do you convert #r= -8(cos(x)-(sin(x)) # into cartesian form?
• How do you convert #r= 9# into cartesian form?
• How do you convert #r= 5(sin(2x))# into cartesian form?
• How do you convert #x - y= 4# into polar form?
• How do you convert #3x - 2y= 6# into polar form?
• How do you convert #x^2 + y^2 = 25# into polar form?
• How do you convert #x^2 + y^2 = 4y# into polar form?
• How do you convert #y = -x# into polar form?
• How do you convert #y=3x+2# into polar form?
• How do you convert #r=6 cos θ + 4 sin θ# into rectangular form?
• How do you convert #r = 2csctheta# into cartesian form?
• How do you convert #r = 2tanthetasectheta# into cartesian form?
• How do you convert #r=tan(theta)sec(theta)# into cartesian form?
• How do you convert #theta= 1.34# into cartesian form?
• How do you convert #r = 4sec(theta)# into cartesian form?
• How do you convert #(theta) = pi/3# into cartesian form?
• How do you convert #4y^2 = x# into polar form?
• How do you convert #xy = 4# into polar form?
• How do you convert #x^2 = 8y# into polar form?
• How do you convert #r = 4cos(theta)# into rectangular form?
• How do you convert #2x-3y=5# into polar form?
• How do you convert #r = 2 / (1+sin(theta))# into rectangular form?
• How do you convert #x^2 + y^2 = 16# into polar form?
• How do you convert #x^2 + y^2 = x# into polar form?
• How do you convert #r=2sec (theta) # into cartesian form?
• How do you convert #r=47/(3sinθ+7cosθ)# into cartesian form?
• How do you convert #r = 3cos(theta)# into cartesian form?
• How do you convert #(x + 1)^2 + (y + 1)^2 =4# into polar form?
• How do you find the polar equation of #xy=4#?
• How do you find the polar equation of #y = 5#?
• How do you find the polar equation of #y=1+3x#?
• How do you convert #y^2=3xy-x^2# into polar form?
• How do you convert #y=3x-x^2# into polar form?
• How do you convert #y=4x-7# into polar form?
• How do you convert #x^2-4xy+4y^2=9# into polar form?
• How do you convert #3x^2+6xy-y^2=9# into polar form?
• How do you convert #-x^2+2xy-y^2=9# into polar form?
• How do you convert #9x^3-2x-12y^2=8# into polar form?
• How do you convert #x/y=8-x# into polar form?
• How do you convert #y=(x-5)^2+3+(y-7)^2# into polar form?
• How do you convert #4y+2=(3x+4)^2+(2y-1)^2# into polar form?
• How do you convert #-y+2=(3x+4)^2+(y-1)^2# into polar form?
• How do you convert #-2y+1=(x+4)^2+(y-1)^2# into polar form?
• How do you convert #1=(x+4)^2+(7y-2)^2# into polar form?
• How do you convert #1=(-x+4)^2+(2y+9)^2# into polar form?
• How do you convert #1=(-2x-3)^2+(y+9)^2# into polar form?
• How do you convert #1=(-2x-3)^2+(y+1)^2# into polar form?
• How do you convert #1=(-2x-2)^2+(y+7)^2# into polar form?
• How do you convert #1=(x+4)^2+(y+7)^2# into polar form?
• How do you convert #4=(x-4)^2+(y-1)^2# into polar form?
• How do you convert #4=(x-4)^2+(y-5)^2# into polar form?
• How do you convert #4=(x-3)^2+(y-5)^2# into polar form?
• How do you convert #4=(x-2)^2+(y-6)^2# into polar form?
• How do you convert #4=(x+8)^2+(y-6)^2# into polar form?
• How do you convert #4=(x+8)^2+(y+2)^2# into polar form?
• How do you convert #4=(x+8)^2+(y-5)^2# into polar form?
• How do you convert #4=(5x-3)^2+(y-5)^2# into polar form?
• How do you convert #4=(-x-3)^2+(2y-4)^2# into polar form?
• How do you convert #9=(x-3)^2+(2y-9)^2# into polar form?
• How do you convert #9=(4x+7)^2+(6y-9)^2# into polar form?
• How do you convert #9=(4x+7)^2+(-y+7)^2# into polar form?
• How do you convert #9=(x-7)^2+(y+7)^2# into polar form?
• How do you convert #9=(x-7)^2+(y+4)^2# into polar form?
• How do you convert #9=(x+5)^2+(y+4)^2# into polar form?
• How do you convert #9=(x-6)^2+(y+2)^2# into polar form?
• How do you convert #9=(x-6)^2+(y+2)^2# into polar form?
• How do you convert #9=(x+3)^2+(y-2)^2# into polar form?
• How do you convert #9=(x+3)^2+(y+8)^2# into polar form?
• How do you convert #9=(x-5)^2+(y+8)^2# into polar form?
• How do you convert #9=(x-4)^2+(y+12)^2# into polar form?
• How do you convert #9=(x-4)^2+(y+2)^2# into polar form?
• How do you convert #9=(x-4y)^2-2y+x# into polar form?
• How do you convert #9=(2x+y)^2-3y-x# into polar form?
• How do you convert #9=(2x+2y)^2+7y-4x# into polar form?
• How do you convert #9=(4x-2y)^2-y-6# into polar form?
• How do you convert #9=(5x+y)^2-2y+x# into polar form?
• How do you convert #9=(-2x+y)^2-5y+3x# into polar form?
• How do you convert #8=(3x-y)^2+y-5x# into polar form?
• How do you convert #3=(x-y)^2+x# into polar form?
• How do you convert #3=(x+4y)^2+3x# into polar form?
• How do you convert #3=(7x-5y)^2-y# into polar form?
• How do you convert #3=(x+2y)^2+3y# into polar form?
• How do you convert #8=(4x-11y)^2+3y# into polar form?
• How do you convert #8=(5x-y)^2+2y# into polar form?
• How do you convert #2=(8x+y)^2+2y# into polar form?
• How do you convert #2=(9x+y)^2-x# into polar form?
• How do you convert #2=(2x+3y)^2-x# into polar form?
• How do you convert #6=(5x+3y)^2-7x# into polar form?
• How do you convert #6=(5x+4y)^2-7x# into polar form?
• How do you convert #6=(5x-7y)^2-y+x# into polar form?
• How do you convert #8=(2x+4y)^2-5y+x# into polar form?
• How do you convert #8=(3x-y)^2+2y+6x# into polar form?
• How do you convert #8=(6x-4y)^2+2y-x# into polar form?
• How do you convert #2=(-x+8y)^2-5y-x# into polar form?
• How do you convert #2=(-x-3y)^2-5y+7x# into polar form?
• How do you convert #2=(8x-y)^2-5y+7x# into polar form?
• How do you convert #2=(8x-7y)^2-7x# into polar form?
• How do you convert #2=(-x-7y)^2-7x# into polar form?
• How do you convert #2=(x+7y)^2-12x# into polar form?
• How do you convert #2=(3x+7y)^2-x# into polar form?
• How do you convert #2=(2x+6y)^2-y-3x# into polar form?
• How do you convert #2=(-x+2y)^2-y-x# into polar form?
• How do you convert #xy=5x^2-3x+2y# into a polar equation?
• How do you convert #3xy=2x^2-3x+2y^2 # into a polar equation?
• How do you convert #3xy=2x^2-2y^2 # into a polar equation?
• How do you convert #3xy=-x^2-2y^2 # into a polar equation?
• How do you convert #3xy=-x^2+4y^2 # into a polar equation?
• How do you convert #-xy=-x^2+4y^2 # into a polar equation?
• How do you convert #-xy=x+4y^2 # into a polar equation?
• How do you convert #xy=x-2y+y^2 # into a polar equation?
• How do you convert #xy=x-2-3y^2 # into a polar equation?
• How do you convert #xy=x-2y-3y^2 # into a polar equation?
• How do you convert #y=x-2y+xy^2 # into a polar equation?
• How do you convert #y=x-2y+x^2y^2 # into a polar equation?
• How do you convert #y=x-2y+x^2-3y^2 # into a polar equation?
• How do you convert #y=x+x^2+2y^2 # into a polar equation?
• How do you convert #y=3x+x^2+2y^2 # into a polar equation?
• How do you convert #y=y^3-y^2+x^2 # into a polar equation?
• How do you convert #y=y^2+3x^2 -x # into a polar equation?
• How do you convert #y=y^2-2x^2 -4x # into a polar equation?
• How do you convert #2y=y^2-x^2 -4x # into a polar equation?
• How do you convert #2y=y^2-4x^2 -2x # into a polar equation?
• How do you convert #2y=3y^2-4x^2 -2x # into a polar equation?
• How do you convert #-y=3y^2-4x^2 -2x # into a polar equation?
• How do you convert #-y=3y^2-x^2 -2x # into a polar equation?
• How do you convert #-y=3y^2-x^2 +x^3 # into a polar equation?
• How do you convert #-y=3y^2-x^2 # into a polar equation?
• How do you convert #3y=2y^2-x^2 # into a polar equation?
• How do you convert #y=2y^2-x^2+6xy # into a polar equation?
• How do you convert #y=2y^2+3x^2-2xy # into a polar equation?
• How do you convert #y=-y^2+3x^2-2xy # into a polar equation?
• How do you convert #y=-y^2+3x^2-xy # into a polar equation?
• How do you convert #y=-y^2-3x^2-xy # into a polar equation?
• How do you convert #y=(x-y)^2+xy # into a polar equation?
• How do you convert #y=(x-y)^2-xy # into a polar equation?
• How do you convert #y=(x-y)^2-x^2y +xy^2 # into a polar equation?
• How do you convert #y=(3x-2y)^2-x^2y -5y^2 # into a polar equation?
• How do you convert #y=(x-2y)^2-2x^2y -2y^2 # into a polar equation?
• How do you convert #5y=(x+y)^2 -2xy # into a polar equation?
• How do you convert #5y= x -2xy # into a polar equation?
• How do you convert #y= x -4xy+y^2 # into a polar equation?
• How do you convert #y= x -4xy-2y^2 # into a polar equation?
• How do you convert #y= 3x -2xy-2y^2 # into a polar equation?
• How do you convert #y= 3x^2 -2xy+4xy^2 # into a polar equation?
• How do you convert #y= 3x^2 -2x+4xy^2 # into a polar equation?
• How do you convert #y= 3x^2 -2x-xy^2 # into a polar equation?
• How do you convert #y= 3x^2 -2x-xy^2 # into a polar equation?
• How do you convert #6y= 5x-2 # into a polar equation?
• How do you convert #3y= 2x-2 # into a polar equation?
• How do you convert #3y= 12x-12 # into a polar equation?
• How do you convert #6y= 8x+2 # into a polar equation?
• How do you convert #5y= -3x^2-2x # into a polar equation?
• How do you convert #2y= -3x^2+9x # into a polar equation?
• How do you convert #2y= -3x^2+3x # into a polar equation?
• How do you convert #2y= -x^2+3x # into a polar equation?
• How do you convert #2y= -x^2-2x # into a polar equation?
• How do you convert #2y= 7x^2-2x # into a polar equation?
• How do you convert #-3y= 7x^2-2xy # into a polar equation?
• How do you convert #-3y= 2x^2+4xy # into a polar equation?
• How do you convert #2y= -x^2+4xy # into a polar equation?
• How do you convert #2y= -2x^2+3xy # into a polar equation?
• How do you convert #y= -2x^2+3xy-4 # into a polar equation?
• How do you convert #y= -x^2+3xy-4 # into a polar equation?
• How do you convert #3= -x^2+3xy-4y^2 # into a polar equation?
• How do you convert #3= 3x^2+3xy-2y^2 # into a polar equation?
• How do you convert #y= 3x^2+3x-2y^2 # into a polar equation?
• How do you convert #y= 3x^2+3x-y^2 # into a polar equation?
• How do you convert #y= 3x^2-5x-y^2 # into a polar equation?
• How do you convert #3y= 2x^2-2x-y^2 # into a polar equation?
• How do you convert #3y= 2x^2-2x-7y^2 # into a polar equation?
• How do you convert #3y= 2x^2-2xy-7y^2 # into a polar equation?
• How do you convert #3y= 2x^2-2xy-x # into a polar equation?
• How do you convert #3y= 3x^2-6xy-x # into a polar equation?
• How do you convert #3y= 3x^2-6xy+3x # into a polar equation?
• How do you convert # r= theta - 4sintheta # to Cartesian form?
• How do you convert # r= theta - 4sintheta +cos^2theta# to Cartesian form?
• How do you convert # r=4 theta - sin theta +cos^2theta# to Cartesian form?
• How do you convert # r= - sin theta costheta +cos^2theta# to Cartesian form?
• How do you convert # (r-1)^2= - sin theta costheta +cos^2theta# to Cartesian form?
• How do you convert # (r-1)^2= - sin theta costheta +costheta# to Cartesian form?
• How do you convert # (r+1)^2= - sin theta costheta +costheta# to Cartesian form?
• How do you convert # (r+1)^2= - sin theta costheta # to Cartesian form?
• How do you convert # (r+1)^2= 2r-theta + sin theta costheta # to Cartesian form?
• How do you convert # (r+1)^2= theta + sectheta # to Cartesian form?
• How do you convert # (r+1)^2= theta + csctheta # to Cartesian form?
• How do you convert # r=3theta - csctheta # to Cartesian form?
• How do you convert # r=3theta - tan theta # to Cartesian form?
• How do you convert # r=-2 theta - tan theta # to Cartesian form?
• What is the Cartesian form of #r^2-4r = sin(theta) - 5 cos(theta) #?
• What is the Cartesian form of #4-r = sin(theta) - 2 cos^2(theta) #?
• What is the Cartesian form of #r^2-2r = -theta+tan(theta)- cos^2(theta) #?
• What is the Cartesian form of #-2r = -thetar+cot(theta)- cos(theta) #?
• What is the Cartesian form of #-2r^3 = -theta+cot(theta)- cos(theta) #?
• What is the Cartesian form of #-2r^3 = -theta+sec(theta)+ 4cos(theta) #?
• What is the Cartesian form of #-2+r^2 = -theta+sin(theta)cos(theta) #?
• What is the Cartesian form of #-2+r^2 = -6theta+sin(theta)cos(theta) #?
• What is the Cartesian form of #r^2 = 2theta+cot(theta)-tan(theta) #?
• What is the Cartesian form of #r^2-3r = 2theta+cot(theta)-tan(theta) #?
• What is the Cartesian form of #rsin(theta) = 2theta+cot(theta)-tan(theta) #?
• What is the Cartesian form of #rsintheta = 2theta-4tantheta-csctheta #?
• What is the Cartesian form of #r^2sintheta = 2theta-4tantheta-csctheta #?
• What is the Cartesian form of #r^2+r = 2theta-2sectheta-csctheta #?
• What is the Cartesian form of #r^2+r = 2theta-sec^2theta+4csctheta #?
• What is the Cartesian form of #r^2+r = -theta-sec^2theta+4csctheta #?
• What is the Cartesian form of #r^2-rtheta = -cottheta-sintheta #?
• What is the Cartesian form of #r^2-rtheta = -cottheta+3tantheta #?
• What is the Cartesian form of #r^2-rtheta = 2costheta+3tantheta #?
• What is the Cartesian form of #rtheta+r = 2costheta-cottheta*sectheta #?
• What is the Cartesian form of #rtheta+r = 2costheta-csctheta #?
• What is the Cartesian form of #r = -sin^2theta-r^2csc^2theta #?
• What is the Cartesian form of #r = -sin^2theta-thetacsc^2theta #?
• What is the Cartesian form of #r = -sin^2theta+4csc^2theta #?
• What is the Cartesian form of #r = -sintheta+4csc^2theta #?
• What is the Cartesian form of #r = -sintheta+4cos^2theta #?
• What is the Cartesian form of #r = -sin^2theta+4sec^2theta #?
• What is the Cartesian form of #r = -csc^2theta+4sec^2theta #?
• What is the Cartesian form of #2r = -tan^2theta+4sec^2theta #?
• What is the Cartesian form of #r^2+theta = -tan^2theta+4sec^2theta #?
• What is the Cartesian form of #r^2+theta = -tan^2theta+4cottheta #?
• What is the Cartesian form of #r^2+theta = -tan^2theta+4cot^3theta #?
• What is the Cartesian form of #r^2+theta = -sin^2theta+4cot^3theta #?
• What is the Cartesian form of #r^2+theta = -sin^2theta-cot^3theta #?
• What is the Cartesian form of #r-theta = -2sin^2theta-cot^3theta #?
• What is the Cartesian form of #r-theta = -2cos^3theta-cot^2theta #?
• What is the Cartesian form of #r-theta = -2sin^3theta+sec^2theta #?
• What is the Cartesian form of #r-5theta = sin^3theta+sectheta #?
• What is the Cartesian form of #(r+3)^2 = sin^3theta+csctheta #?
• What is the Cartesian form of #(r+3)^2 = sin^3theta-sec^2theta #?
• What is the Cartesian form of #(r+3)^2 = tan^2theta-sec^2theta #?
• What is the Cartesian form of #(r-1)^2 = tan^2theta-4sectheta #?
• What the is the polar form of #sqrt(x^2+y^2) = 6x+7y-x^2y-2xy #?
• What the is the polar form of #x^2-y^2 = 6x+-x^2y-y #?
• What the is the polar form of #x^2-y^2 = 6x-x^2y-y #?
• What the is the polar form of #2 = -x-5x^2y-x/y +y^2 #?
• What the is the polar form of #2 = x^2y-x/y^2 +xy^2 #?
• What the is the polar form of #y = x^2y-x/y^2 +xy^2 #?
• What the is the polar form of #y = x^2-x/y^2 +xy^2 #?
• What the is the polar form of #y = y/x-(x+y)^2 #?
• What the is the polar form of #y = y/x+(x-2y)^2 #?
• What the is the polar form of #y = y/x+x(2-y)^2 #?
• What the is the polar form of #y = y/x+x^2(2-y)^2 #?
• What the is the polar form of #y = y/x+(x+2)(y+1) #?
• What the is the polar form of #y = y/x+(x-3)(y+1) #?
• What the is the polar form of #y = y/x^2+(x-3)(y+1) #?
• What the is the polar form of #y = y/x^2+(2x-2)(y-5) #?
• What the is the polar form of #y = y^2/x+(x-3)(y-5) #?
• What the is the polar form of #y = y^2/x+(x-3)(y-2) #?
• What the is the polar form of #y = y^2/x+(x-5)(y-7) #?
• What the is the polar form of #y = (y-x)/(x+y) #?
• What the is the polar form of #y = (y-x)/(x^3+y) #?
• What the is the polar form of #y = y^3-xy+x^2 #?
• What the is the polar form of #y = y^3-xy+x^2/y #?
• What the is the polar form of #y = 1/y^3-xy+x^2/y #?
• What the is the polar form of #y = 1/y-xy+x^2/y #?
• What the is the polar form of #y^2 = 1/y-1/x+x^2/y #?
• What the is the polar form of #y^2 = (x-3)^2/y #?
• What the is the polar form of #y^2 = (x-3)^2/y-x^2 #?
• What the is the polar form of #y^2 = (x-1)^2/y-x^2 #?
• What the is the polar form of #y^2 = (x-1)^2/(y+x)-x^2 #?
• What the is the polar form of #y^2 = (x-1)^2/y-3x^2y #?
• What the is the polar form of #y^2 = (x-3y)^2 #?
• What the is the polar form of #y^2 = (x-3y)^2-x^2 #?
• How do you convert x=3 to polar form?
• How do you convert #r(2 - cosx) = 2# to rectangular form?
• How do you convert #r - 2 cos t = 3 sin t# to rectangular form?
• How do you convert #r = 4# to rectangular form?
• How do you convert #r=1/(1+sinθ) # to rectangular form?
• How do you convert #r=4/(1-costheta)# to rectangular form?
• How do you convert #theta = pi/3# to rectangular form?
• How do you convert #theta=(2pi)/3# to rectangular form?
• How do you convert #r=2sin3(theta)# to rectangular form?
• How do you convert #r=6/(2-3sin(theta))# to rectangular form?
• How do you convert #r = 7 # to rectangular form?
• How do you convert #r = 2 csc(theta) # to rectangular form?
• How do you convert # x^2+y^2=9 # to polar form?
• How do you convert # θ=pi/3 # to rectangular form?
• How do you convert # θ=-pi/6 # to rectangular form?
• How do you convert # θ=6pi # to rectangular form?
• How do you convert #r(2 + cos theta) = 1# to rectangular form?
• How do you convert #θ =(5pi)/6# to rectangular form?
• How do you convert # (-pi, -3pi/4)# to rectangular form?
• How do you convert #r sin^2 theta=3 cos theta# to rectangular form?
• How do you convert # r = 1 + 2sin(t)# to rectangular form?
• How do you convert # [-6,3pi/2]# to rectangular form?
• How do you convert #r = 8 sin θ# to rectangular form?
• How do you convert # (1, 3pi / 4)# to rectangular form?
• How do you convert #(-2, pi)# to rectangular form?
• How do you convert #(4, 2pi/3)# to rectangular form?
• How do you convert #r= 2cos theta# to rectangular form?
• How do you convert # (-2 , 7π/6)# to rectangular form?
• How do you convert #r=2sin theta# to rectangular form?
• How do you convert #(sqrt3 , 2)# to rectangular form?
• How do you convert #( 2.75 , 27°)# to rectangular form?
• How do you convert #theta= pi/4# to rectangular form?
• How do you convert #r=2# to rectangular form?
• How do you convert #r=4sin(theta)# to rectangular form?
• How do you convert #(-2, -2sqrt3)# to polar form?
• How do you convert #(5, 300^o) # to rectangular form?
• How do you convert #(-3,3)# to polar form?
• How do you convert #r^2=sin2(theta)# to rectangular form?
• How do you convert #r=3cos(theta)# to rectangular form?
• How do you convert #(5, pi )# to rectangular form?
• How do you convert #y=x# to polar form?
• How do you convert #r=9sin(theta)# to rectangular form?
• How do you convert # (-4,4)# to polar form?
• How do you convert #y = -3# to polar form?
• How do you convert #r=3+3costheta# to rectangular form?
• How do you convert #(8, 5pi/4)# to rectangular form?
• How do you convert #r= sec theta# to rectangular form?
• How do you convert #r = -3sec(theta)# to rectangular form?
• How do you convert #(3,4)# to polar form?
• How do you convert #r=-4cos(theta)# to rectangular form?
• How do you convert #y=4# to polar form?
• How do you convert #r = 3 / (3 - cos(theta))# to rectangular form?
• How do you convert #r^2 = cost# to rectangular form?
• How do you convert #r=2(cos(theta))^2# to rectangular form?
• How do you convert #rcos(x/2) - rsin(x/2) = 0# to rectangular form?
• How do you convert #(theta)=-7pi/4# to rectangular form?
• How do you convert #(4, -pi/2)# to rectangular form?
• How do you convert #x=4# to polar form?
• How do you convert # (-3, 3)# to polar form?
• How do you convert # r = 10# to rectangular form?
• How do you convert # r=3*csc(theta)# to rectangular form?
• How do you convert # (4, 3pi/2)# to rectangular form?
• How do you convert #(-4, (5pi/4))# to rectangular form?
• How do you convert #y = 4x# to polar form?
• How do you convert #3x + 4y = 2# to polar form?
• How do you convert #r = 9 / (2 - cos(theta))# to rectangular form?
• How do you convert #r cos(θ) = 9# to rectangular form?
• How do you convert #r = 5sin(θ)# to rectangular form?
• How do you convert # r = 1/(4 - costheta)# to rectangular form?
• How do you convert #(x-3)^2+(y+1)^2=10# to polar form?
• How do you convert #5x-3y=6# to polar form?
• How do you convert #(x^2 + y^2)^(3/2) = 3y^2 - 3x^2# to polar form?
• How do you convert #(x-3)^2+(y-2)^2=13# to polar form?
• How do you convert #r = 5 cos (t)# to rectangular form?
• How do you convert #(3, 4pi/3)# to rectangular form?
• How do you convert #(6, pi/4)# to rectangular form?
• How do you convert #(-4,pi/6)# to rectangular form?
• How do you convert #r=12cos[theta]# to rectangular form?
• How do you convert #θ=11pi/6# to rectangular form?
• How do you convert #r=6sin(theta)# to rectangular form?
• How do you convert #r = 4costheta - 4sintheta# to rectangular form?
• How do you convert #r =4sin(2θ)# to rectangular form?
• How do you convert # r^2=cos2 theta# to rectangular form?
• How do you convert #(0,4)# to polar form?
• How do you convert #(8, pi/2)# to rectangular form?
• How do you convert #x^2+y^2=x# to polar form?
• How do you convert #(0,0)# to polar form?
• How do you convert # (-4, pi/3)# to rectangular form?
• How do you convert # (0, pi/6)# to rectangular form?
• How do you convert # x^2 + (y -1)^2 = 1# to polar form?
• How do you convert # (12, 7pi/4)# to rectangular form?
• How do you convert #(-2, 7pi/3)# to rectangular form?
• How do you convert #r^2= sec2theta# to polar form?
• How do you convert #r^2=cos(theta)# to polar form?
• How do you convert #x^2 +y^2-2x=0# to polar form?
• How do you convert #(-sqrt(6), -sqrt(2))# to polar form?
• How do you convert #(-5, π/4)# to rectangular form?
• How do you convert #(sqrt(3), 1)# to polar form?
• How do you convert #x + y = 7# to polar form?
• How do you convert #r = - 5 Cos theta# to rectangular form?
• How do you convert #y^2=5x# to polar form?
• How do you convert #r=2sin(3theta)# to rectangular form?
• How do you convert x=2# to polar form?
• How do you convert # 3r=sin theta# to rectangular form?
• How do you convert # r=2csctheta# to rectangular form?
• How do you convert #r=1-2cos2t# to rectangular form?
• How do you convert #3x^2-y^2=x^2/(2x-3y)# to polar form?
• How do you convert #r = 4 / (1 - cos theta)# to rectangular form?
• How do you convert # r = 4 csc (theta) cot (theta)# to rectangular form?
• How do you convert #r=sin(theta)+1# to rectangular form?
• How do you convert #r=1/(cosθ+5sinθ)# to rectangular form?
• How do you convert #r^(2)=cos(θ)# to rectangular form?
• How do you convert #(0, -3)# to polar form?
• How do you convert #r = 2# to rectangular form?
• How do you convert #r = 50 sinθ# to rectangular form?
• How do you convert # (4, pi/6)# to rectangular form?
• How do you convert #(4, 0)# to polar form?
• How do you convert # (-2, 2)# to polar form?
• How do you convert # X + Y = 0# to polar form?
• How do you convert #(-sqrt2, 3pi/4) # to rectangular form?
• How do you convert #(-5,0) # to polar form?
• How do you convert #x^2 -12y-36=0# to polar form?
• How do you convert # (-2, 2sqrt3)# to polar form?
• How do you convert #-1+i to polar form?
• How do you convert #(-sqrt(3),-sqrt(3))# to polar form?
• How do you convert #(-sqrt6, -sqrt2)# to polar form?
• How do you convert #y^2 = x^2 ((2+x) / (2-x))# to polar form?
• How do you convert # (-2, -2 sqrt3)# to polar form?
• How do you convert #(5sqrt 3, −5)# to polar form?
• How do you convert #x = -3# to polar form?
• How do you convert #(3, -3sqrt3)# to polar form?
• How do you convert #y=-5x+4# to polar form?
• How do you convert # (x-h)^2+(y-k)^2=a^2# to polar form?
• How do you convert #x^2+y^2 = 2x^2# to polar form?
• How do you convert # (2, -3)# to polar form?
• How do you convert #x^2 - y^2 = 1# to polar form?
• How do you convert # (0, 2)# to polar form?
• How do you convert #(4, -pi/2)# to rectangular form?
• How do you convert #(-5, 5 pi/2)# to rectangular form?
• How do you convert #r secθ = 3# to rectangular form?
• How do you convert #x^2+y^2 - 2y=0# to polar form?
• How do you convert #x+2y-4=0# to polar form?
• How do you convert #y=5# to polar form?
• How do you convert #x^2 + y^2 = 4x + 4y# to polar form?
• How do you convert #r=2(cos(theta))^2# to rectangular form?
• How do you convert #r=-2cscΘ# to rectangular form?
• How do you convert #(1,18)# to polar form?
• How do you convert #x^2=3y# to polar form?
• How do you convert #(6,9)# to polar form?
• How do you convert #y^2 =9x# to polar form?
• How do you convert #x^2 + 5xy + y^2 = 7# to polar form?
• How do you convert #y^2 = x^3# to polar form?
• How do you convert #r csc theta = 8# to rectangular form?
• How do you convert #(-2, 5)# to polar form?
• How do you convert #y=6x^2# to polar form?
• How do you convert #r=4 sin theta# to rectangular form?
• How do you convert #(19, 6)# to polar form?
• How do you convert #(−1, 5) # to polar form?
• How do you convert #(−2, −9) # to polar form?
• How do you convert #(0, −4) # to polar form?
• How do you convert #(3, -3)# to polar form?
• How do you convert #r = 1 + 2 sin theta# to rectangular form?
• How do you convert # x^2 + y^2 = 5# to polar form?
• How do you convert # (3,-4) # to polar form?
• How do you convert #(-13,12)# to polar form?
• How do you convert #(5, (3(pi))/2 ) # to rectangular form?
• How do you convert # (12,.75) # to rectangular form?
• How do you convert # x^2 + y^2 = 4y# to polar form?
• How do you convert #y = -x# to polar form?
• How do you convert #r=12 cos [theta]# to rectangular form?
• How do you convert #x^2 + y^2 - 2ax = 0# to polar form?
• How do you convert # x+y=9# to polar form?
• How do you convert #x^2-y^2=1 # to polar form?
• How do you convert #(1,(pi)/2) # to rectangular form?
• How do you convert # y = 3# to polar form?
• How do you convert #(0, 8)# to polar form?
• How do you convert #x^ 2 + y ^2 + 3y = 0# to polar form?
• How do you convert #r^ 2 = 2 sin 2θ # to rectangular form?
• How do you convert #(x-3)^2+(y+1)^2=10# to polar form?
• How do you convert #( 1/3 , 1/4 )# to polar form?
• How do you convert #4x - y + 3 = 0# to polar form?
• How do you convert #r = 10/(4 - 7cos(theta))# to rectangular form?
• How do you convert #(0, 6)# to polar form?
• How do you convert #(0, -6)# to polar form?
• How do you convert #(-6, 0)# to polar form?
• How do you convert # (6, 0)# to polar form?
• How do you convert #r = 1/(4 - cosΘ)# to rectangular form?
• How do you convert #r = 4/cos(theta)# to rectangular form?
• How do you convert #2sinθ-3cosθ=r# to rectangular form?
• How do you convert #r= tan θ# to rectangular form?
• Question #3e769
• How do you convert the following to a rectangular equation: #r = cos (theta) - sin (theta)#?
• Question #064f8
• How do you convert polar equations to Cartesian equation given #theta = pi/3#?
• How do you convert polar equations to Cartesian equation given #r = 5#?
• How do you convert polar equations to Cartesian equation given #r sec theta = 3#?
• For the given point in polar coordinates, how do you find the corresponding rectangular coordinates for the point. (4, -pi/2)?
• For the given point in rectangular coordinates, how do you find the corresponding polar coordinates for the point #(10 sqrt (3), 10)#?
• How do you convert the polar equations in Cartesian form #Theta=-pi/6#?
• What is the Cartesian equation for #rsin(theta + Pi/2) = 2#?
• Question #efd99
• How do you find the rectangular equation for #r=5#?
• How do you find the rectangular equation for #r=sqrt5#?
• How do you find the rectangular equation for #r=2costheta#?
• How do you find the rectangular equation for #r=sectheta#?
• How do you find the rectangular equation for #r=-6sintheta#?
• How do you find the rectangular equation for #r=7tanthetasectheta#?
• How do you find the rectangular equation for #r=2+2costheta#?
• How do you find the rectangular equation for #r=1/(3+sintheta)#?
• How do you find the rectangular equation for #r=1/(4-costheta)#?
• How do you find the rectangular equation for #theta=(5pi)/6#?
• How do you find the polar equation for #x^2=12#?
• How do you find the polar equation for #x^2+y^2=7#?
• How do you find the polar equation for #3x-2y=1#?
• How do you find the polar equation for #x-3y=1#?
• How do you find the polar equation for #2x^2+2y^2+5x=0#?
• How do you find the polar equation for #3x^2+3y^2-2x=0#?
• How do you find the polar equation for x^2+(y-2)^2-4=0#?
• How do you graph #r=3costheta#?
• How do you graph #r=4costheta-2#?
• How do you graph #r=3costheta-3#?
• How do you graph #r=5sin(3/4theta)#?
• How do you graph #r=3sintheta+3#?
• How do you graph #r=4cos2theta#?
• How do you graph #r=4sintheta-2#?
• How do you graph #r=3sin7theta#?
• How do you convert #r=8# into rectangular equations?
• How do you convert #rcostheta=6# into rectangular equations?
• How do you convert #r=-5csctheta# into rectangular equations?
• How do you convert #r=7sintheta# into rectangular equations?
• How do you convert #r=-3sectheta# into rectangular equations?
• How do you convert #r=5costheta# into rectangular equations?
• Question #75454
• Question #3583d
• Question #5b44c
• Question #13be9
• How do you write the equation using polar coordinates given #x=-4#?
• How do you write the equation using polar coordinates given #x^2+y^2=x#?
• How do you write the equation using polar coordinates given #(x-2)^2+y^2=4#?
• How do you write the equation using polar coordinates given #x^2=4y#?
• How do you write the equation using rectangular coordinates given #r=2#?
• How do you write the equation using rectangular coordinates given #theta=pi/3#?
• How do you write the equation using rectangular coordinates given #r^2sin2theta=8#?
• How do you write the equation using rectangular coordinates given #r=costheta#?
• How do you write the equation #x^2+y^2=-3x# into polar form?
• How do you write the equation #x=-9# into polar form?
• How do you change the rectangular equation #x^2+y^2=4# into polar form?
• How do you change the rectangular equation #x+y=0# into polar form?
• How do you change the rectangular equation #x-sqrt3y=0# into polar form?
• How do you change the rectangular equation #x^2+y^2+8x=0# into polar form?
• How do you change the rectangular equation #5y=x^2# into polar form?
• How do you change the rectangular equation #x^2-y^2=1# into polar form?
• How do you change the polar equation #r=3costheta# into rectangular form?
• How do you change the polar equation #theta+pi/3=0# into rectangular form?
• How do you change the polar equation #r(4sintheta-costheta)=1# into rectangular form?
• How do you change the polar equation #r+5sintheta=0# into rectangular form?
• How do you change the polar equation #r(2+costheta)=1# into rectangular form?
• How do you change the polar equation #r(1+costheta)=1# into rectangular form?
• How do you convert the polar equation #r=1# into rectangular form?
• How do you convert the polar equation #theta=45^o# into rectangular form?
• How do you convert the polar equation #r=5sectheta# into rectangular form?
• How do you convert the polar equation #r=3sintheta# into rectangular form?
• How do you convert the polar equation #r=6/(2costheta-3sintheta)# into rectangular form?
• How do you convert the polar equation #r=2/(2-costheta)# into rectangular form?
• How do you convert the rectangular equation #5x+7y=12# into polar form?
• How do you convert the rectangular equation #x=11# into polar form?
• How do you convert the rectangular equation #y=6# into polar form?
• How do you convert the rectangular equation #(y-2)^2+x^2=4# into polar form?
• How do you convert the rectangular point #(-3,3sqrt3)# into polar form?
• How do you convert the rectangular point #(4,-4sqrt3)# into polar form?
• How do you convert the rectangular point #(0,-5)# into polar form?
• How do you convert the rectangular point #(-sqrt3,1)# into polar form?
• How do you convert the polar point #(1,-pi/2)# into rectangular form?
• How do you convert the polar point #(6,120^o)# into rectangular form?
• How do you convert the polar point #(4,-270^o)# into rectangular form?
• How do you convert the polar point #(2,pi/4)# into rectangular form?
• How do you convert the polar equation #r=3# into rectangular form?
• How do you convert the polar equation #theta=30^o# into rectangular form?
• How do you convert the polar equation #r=7sectheta# into rectangular form?
• How do you convert the polar equation #r=8csctheta# into rectangular form?
• How do you convert the polar equation #r=2sintheta# into rectangular form?
• How do you convert the polar equation #r=5/(4costheta-2sintheta)# into rectangular form?
• How do you convert the polar equation #r=3/(1-sintheta)# into rectangular form?
• How do you convert the rectangular equation #3y-5y=8# into polar form?
• How do you convert the rectangular equation #x=4# into polar form?
• How do you convert the rectangular equation #y=9# into polar form?
• How do you convert the rectangular equation #x^2+y^2=16# into polar form?
• How do you convert the rectangular equation #y^2+(x-3)^2=9# into polar form?
• How do you find the pair of polar coordinates to represent the point whose rectangular coordinates are (-3,4)?
• How do you find the polar coordinates given the rectangular coordinates #(-sqrt2,sqrt2)#?
• How do you find the polar coordinates given the rectangular coordinates #(-2,-5)#?
• How do you find the rectangular coordinates given the polar coordinates #(-2,(4pi)/3)#?
• How do you find the rectangular coordinates given the polar coordinates #(2.5, 250^circ)#?
• How do you write the rectangular equation #y=2# in polar form?
• How do you write the rectangular equation #x^2+y^2=16# in polar form?
• How do you write the polar equation #r=6# in rectangular form?
• How do you write the polar equation #r=-sectheta# in rectangular form?
• How do you find the polar coordinates given the rectangular coordinates (2,-2)?
• How do you find the polar coordinates given the rectangular coordinates (0,1)?
• How do you find the polar coordinates given the rectangular coordinates (1,sqrt3)?
• How do you find the polar coordinates given the rectangular coordinates (-1/4, -sqrt3/4)?
• How do you find the polar coordinates given the rectangular coordinates (3,8)?
• How do you find the polar coordinates given the rectangular coordinates (4,-7)?
• How do you find the rectangular coordinates given the polar coordinates #(3, pi/2)#?
• How do you find the rectangular coordinates given the polar coordinates #(1/2, (3pi)/4)#?
• How do you find the rectangular coordinates given the polar coordinates #(-1, -pi/6)#?
• How do you find the rectangular coordinates given the polar coordinates #(4, 210^circ)#?
• How do you find the rectangular coordinates given the polar coordinates #(14, 130^circ)#?
• How do you write the rectangular equation #x=-7# in polar form?
• How do you write the rectangular equation #y=5# in polar form?
• How do you write the rectangular equation #x^2+y^2=25# in polar form?
• How do you write the rectangular equation #x^2+y^2=2y# in polar form?
• How do you write the rectangular equation #x^2-y^2=1# in polar form?
• How do you write the rectangular equation #x^2+(y-2)^2=4# in polar form?
• How do you write the polar equation #r=2# in rectangular form?
• How do you write the polar equation #r=-3# in rectangular form?
• How do you write the polar equation #theta=pi/3# in rectangular form?
• How do you write the polar equation #r=2csctheta# in rectangular form?
• How do you write the polar equation #r=3costheta# in rectangular form?
• How do you write the equation y=x in polar form?
• How do you identify the type of graph generated by the polar equation #r=2asintheta+2acostheta# and what is the equivalent rectangular equation?
• How do you write #3x-4y-10=0# in polar form?
• How do you write #-2x+4y=9# in polar form?
• How do you write #3=rcos(theta-60)# in rectangular form?
• How do you write #r=2sec(theta+pi/4)# in rectangular form?
• How do you write the equation #21x+20y=87# in polar form?
• How do you write the equation #6x-8y=21# in polar form?
• How do you write the equation #3x+2y-5=0# in polar form?
• How do you write the equation #4x-5y=10# in polar form?
• How do you write the equation #-x+3y=7# in polar form?
• How do you write the equation #6=rcos(theta-120^circ)# in rectangular form?
• How do you write the equation #4=rcos(theta+pi/4)# in rectangular form?
• How do you write the equation #2=rcos(theta+pi)# in rectangular form?
• How do you write the equation #r=11sec(theta+(7pi)/6)# in rectangular form?
• How do you write the equation #r=5sec(theta-60^circ)# in rectangular form?
• How do you write the polar form of the equation of the line that passes through the points (4,-1) and (-2,3)?
• How do you write the polar form of the equation of the line that passes through the points #(3,pi/4)# and #(2,(7pi)/6)#?
• How do you write the parametric equations of the line #x-3y=6#?
• Question #0c946
• Question #5b8a3
• Question #69a2e
• Question #0f0cb
• Question #b8860
• How do you express the polar equation #r^2 = 16cos theta# in cartesian form?
• Write the equation #r=2cos2theta# in polar form in Cartesian or rectangular form?
• How do you write the given equation #(x-3)^2+y^2=9# into polar form?
• How do you write the given equation #y=-x# into polar form?
• How do you write the given equation #x^2-y^2=1# into polar form?
• How do you write the given equation #3x^2+4y^2-6x=9# into polar form?
• How do you convert x=y to polar form?
• How do we write the polar equation #r=3tantheta# in Cartesian coordinates?
• Question #02ada
• Is it possible to convert #r=3cos(3sintheta)# to Cartesian form?
• How do I convert this to rectangular form? r=5cot θ csc θ
• Convert the polar equation to rectangular form? #r=10 cos theta-6 sin theta#
• How to convert #r^2 = sintheta# from polar to rectangular form?