Graphing Tangent, Cotangent, Secant, and Cosecant

Key Questions

• How do you find the asymptotes for the cotangent function?

  In general, the asymptotes of #\cot x# are #x=n\pi#

  Where, #n# is any integer i.e. #n=0, \pm1, \pm2, \pm3, \ldots#

  Harish Chandra Rajpoot · 1 · Jul 2 2018

• How do you find the asymptotes for the cotangent function?
• How do you graph tangent and cotangent functions?
• How do you Sketch the graph of #y=-2+cot(1/3)x# over the interval #[0, 6pi]#?
• How do you graph #y=-3tan(x-(pi/4))# over the interval #[-pi, 2pi]#?
• How do you sketch a graph of #h(x)=5+frac{1}{2} \sec 4x# over the interval #[0,2pi]#?
• What is the amplitude, period and frequency for the function #y=-1+\frac{1}{3} \cot 2x#?
• How do you graph #y = 3 sec(2x)#?
• How do you graph #y=tan(2x+pi/4)#?
• What is the domain of #y = tan(x) + 2#?
• How do you graph #csc(x-pi/2)#?
• How do you graph #y=sec(x+4)#?
• How do you graph #y = 2cscx - 1#?
• How do you graph #y = sec(3x + pi/2)#?
• Are cotangent and negative tangent graphs the same?
• How do you graph #y=1/2sec((pix)/2)#?
• What is the period for csc, sec, and cot?
• What is the period of #y = cot (x-(pi/6))# and how would I graph this?
• What is the domain of #tan(2x)#?
• How do you find domain and range for y= 3 tan x?
• How do you find the domain of #f(x) = tan(x) - 3#?
• What is the domain and range of #f(x) = tan(x) - 3#?
• How do you find the domain and range for #y=-2sec(.5x)#?
• How do you graph #y=csc((pix)/5)#?
• How do you graph #f(x)= 2+csc(2x+2)#?
• How do you graph #y=2csc[2(x+pi/6)]#?
• How do you graph #y= -4 tan x#?
• How do you graph #y=2 cot x#?
• How do you graph #y=-3 sec x#?
• How do you graph #y=2tan3x#?
• How do you graph #y= (1/3)tan(x)#?
• How do you graph #-2tan3(x - 30) + 1#?
• What is the domain of cotangent?
• How do you find the domain of inverse trig functions?
• How do you graph inverse trig functions?
• How do you find all the asymptotes for function #arctan(x^(4)-x^(2))#?
• How do you graph #y = 4tan3(x + pi/3) - 6#?
• How do you graph #y=tanx#?
• How do you graph # y=2tanx#?
• How do you graph #y=tan2x#?
• How do you graph #y = -tan(x-pi) -3#?
• How do you graph #y= tan(x- pi/3)#?
• How do you graph #y= tan(x/2) + 1#?
• How do you graph #y=5 tanx#?
• How do you graph #y=tanx+5#?
• How do you graph #3sec(3x)#?
• How do you graph #y= 1/2sin 3 x #?
• How do you graph #y=-cot3x?#?
• How do you graph # y = 3/2 cot( pi/2) x #?
• How do you graph # y =cot (x-(pi/6) #?
• How do you graph # y = tan (x + pi/3)#?
• How do you graph # y =tan (x - pi/4)#?
• How do you graph # y =tan (3x + pi/3)#?
• How do you graph #y = cot(x-pi/5)#?
• How do you graph #y = -2tan(x+(pi/4))#?
• How do you graph #y=2sec(1/2)x#?
• How do you graph #y = cos(x- pi/6)#?
• How do you graph #y = sin(x -3pi/4)#?
• How do you graph #y = 2 + 1/2csc(x - 3pi/4)#?
• How do you graph #y = 1 - sinx#?
• How do you graph #y = sin(x - π/4) + 2#?
• How do you graph #y=1/2 tan(pi/4 x + pi/4)#?
• How do you graph #y= 1 + 3 sec(x/2)#?
• How do you find the domain & range for #sec theta#?
• What are the important information needed to graph #y=2 tan(3pi(x) +4) #?
• What are the important information needed to graph #y= 3tan(2x - pi/3) #?
• What are the important information needed to graph #y= tan (x/2)#?
• What are the important information needed to graph #y=tan(2x)#?
• What are the important information needed to graph #y = tan (x + pi/3) #?
• What are the important information needed to graph #y = tan (3x + pi/3)#?
• What are the important information needed to graph #y = tan (1/3 x)#?
• What are the important information needed to graph # y=tan((pi/2)x) #?
• What are the important information needed to graph #y= tan(x- pi/3)#?
• What are the important information needed to graph #y= tan(x/2) + 1 #?
• What are the important information needed to graph #y=3tan2x#?
• What are the important information needed to graph #y=2cot(3x-pi/2)#?
• How do you graph #y=tan(x+90) #?
• How do you graph #y=tan(x-90) #?
• How do you graph # tan(x/2)#?
• How do you graph #f(x)=tan[x-pi/4]-2#?
• How do you graph #y=cot x #?
• What are the asymptote(s) and hole(s), if any, of # f(x) = tanx*cscx#?
• How do you graph #y = csc x# over the interval #-6(pi) < x < 0#?
• How do you find the domain and range of #y=tan x#?
• How do you graph #y=-2 - 3 sin (x - pi)#?
• How do you graph #y=-2+3cos(x-pi)#?
• How do you graph # y=-2sin3x#?
• How do you graph # y=cot(2x-pi/2)#?
• How do you graph #y=1/2 tan(x)#?
• How do you graph #y=tan (x+(pi/2))#?
• How do you graph #y=tan 4x#?
• How do you graph #y = tan(3 theta)#?
• How do you graph #y=tan((pi/2)x)#?
• How do you graph #tan(x/2) + 1#?
• How do you graph #y=cot(Θ-π/2)#?
• How do you graph #y=csc(2*theta+π)-3#?
• How do you find the domain and range of #y=ln(tan^2(x))#?
• How do you find the domain and range of #y = -tan(x - pi/2)#?
• How do you find the domain and range of #f(x) = ( tan(2x) ) / ( (sin^-1)(x)- pi/3)#?
• How do you find the domain and range of #2 csc x#?
• How do you find the domain and range of #tan(cos(x))#?
• How do you find the domain, range, and asymptote for #y = 1 - tan ( x/2 - pi/8 )#?
• How do you find the domain, range, and asymptote for #y = 3 + 2 csc ( x/2 - pi/3 ) #?
• How do you find the domain, range, and asymptote for #y = 1 + cot ( 3x + pi/2 )#?
• How do you find the domain, range, and asymptote for #y = 2 - sec ( 2x - pi/2 )#?
• How do you graph #y= -cot(3x - pi/4)#?
• How do you graph #y= - 3sec(2pix - pi/4)#?
• How do you find the asymptote for #y = csc (4x + pi)#?
• How do you graph #y = -cot (pi*x)#?
• What is the domain of #y = 2 tan 3x#?
• What is the domain of #y=tan^3(x) +3#?
• How do you graph #y=-sec2x#?
• How do you graph #y=sec x#?
• How do you graph #y=sec (x/2)#?
• How do you graph # f(x) = sec (pi x)#?
• How do you graph and list the amplitude, period, phase shift for #y=tan2theta#?
• How do you graph and list the amplitude, period, phase shift for #y=1/2tantheta#?
• How do you graph and list the amplitude, period, phase shift for #y=2/3tan(theta/3)#?
• How do you graph and list the amplitude, period, phase shift for #y=1/2sectheta#?
• How do you graph and list the amplitude, period, phase shift for #y=2csc2theta#?
• How do you graph and list the amplitude, period, phase shift for #y=tan(x+60)#?
• How do you graph and list the amplitude, period, phase shift for #y=tan(theta-pi/2)-2#?
• How do you graph, identify the domain, range, and asymptotes for #y=1/2cscx-pi-1#?
• How do you graph, identify the domain, range, and asymptotes for #y=csc(3theta+pi/2)+3#?
• How do you graph, identify the domain, range, and asymptotes for #y=-2tan2x+3#?
• How do you graph, identify the domain, range, and asymptotes for #y=cot(x-pi/2)#?
• How do you graph, identify the domain, range, and asymptotes for #y=sec(1/2)x#?
• How do you graph, identify the domain, range, and asymptotes for #y=sec(x-pi/2)#?
• How do you graph, identify the domain, range, and asymptotes for #y=tan(2x+pi/2)#?
• How do you graph, identify the domain, range, and asymptotes for #y=(1/2)sec2(x-pi/2)+1#?
• How do you graph, identify the domain, range, and asymptotes for #y=-2csc2x-1#?
• How do you graph #y=2cot4x#?
• How do you graph #y=-1/4tan8pix#?
• How do you graph #y=csc(x/2)#?
• How do you graph #y=secpix#?
• How do you graph #y=2secpix#?
• How do you graph #y=tan(x-pi/2)#?
• How do you graph #y=3csc(pi/2x+pi/2)#?
• How do you graph #y=sec(pix/4)#?
• How do you graph #y=-2sec((pix)/4-pi/2)#?
• How do you graph #y=1+2secx#?
• How do you graph #y=csc(2x-pi/2)#?
• How do you graph #y=cotx+2#?
• How do you graph #y=-cot(2x+pi/2)#?
• How do you graph #y=3tan(2x+pi/2)-2#?
• How do you graph #y=-tan(x-pi/2)+5#?
• How do you graph #y=2sec(3(x-pi/6))+1#?
• How do you graph #y=-3cot(1/2(x+pi))-1#?
• How do you graph #y=-2csc(2x)+1#?
• How do you graph #y=3csc(x-pi/2)-2#?
• How do you graph #y=1/2csc(2x)#?
• How do you graph #y=-3sec(pi/2x)#?
• How do you graph #y=3cot(1/2x)-2#?
• How do you graph #y=cscx+3#?
• How do you graph #y=5sec(x/2)+2#?
• How do you graph #y=-2sec(1/2x)#?
• How do you graph #y=csc(x/2)-1#?
• How do you graph #y=sec2x-2#?
• How do you graph #y=2secx?
• How do you graph #y=csc(x-45)#?
• How do you graph #y=tan(x+(7pi)/6)#?
• How do you graph #y=secx+2#?
• How do you graph #y=-1+cotx#?
• How do you graph #y=cot(x/3+240)#?
• How do you graph #y=4csc3(x-pi)#?
• How do you graph #y=-2sec(4x+(3pi)/4)+2#?
• How do you graph #y=sec(3x-(2pi)/3)-1#?
• How do you graph #y=2csc2(x+pi)#?
• How do you graph #y=sec(x-pi/4)#?
• How do you graph #y=3csc(x+(2pi)/3)#?
• How do you graph #y=-2sec2(x+pi)+3#?
• How do you graph #y=6csc(3x+(2pi)/3)-2#?
• How do you graph #y=5csc3(x-pi)-5#?
• How do you graph #y=csc(x+(5pi)/6)+4#?
• How do you graph #y=4csc2x#?
• How do you graph #y=3csc2(x-(3pi)/4)#?
• How do you graph #y=-2tan2x#?
• How do you graph #y=4cot(3x-pi/4)-6#?
• How do you graph #y=1/2tan(1/2x+pi/4)#?
• How do you graph #y=2tan(2x+pi/4)#?
• How do you graph #y=2cot(2x+pi/3)+1#?
• How do you graph #y=4csc(x+pi/2)#?
• How do you graph #y=2cot(x-pi/2)#?
• How do you graph #y=2sin(2x+pi/2)+3#?
• How do you simplify #tan(x+pi)#?
• How do you graph #y=tan(x+pi/2)#?
• How do you graph #cscx-4#?
• How do you graph #y=sec(1/2(x-pi/2))#?
• How do you graph #y=-cscx#?
• How do you graph #y=3tanx#?
• How do you graph #y=-cot(4x)#?
• How do you graph #y=-3cot(1/2x)#?
• How do you graph #y=3cot(2x)#?
• How do you graph #y=-cot(4pix)#?
• How do you graph #y=3csc(pi/2x)#?
• How do you graph #y=-2cot(2pix)#?
• How do you identify the period and asympotes for #y=tantheta#?
• How do you identify the period and asympotes for #y=-tan(pi/2theta)#?
• How do you identify the period and asympotes for #y=-2tan(pitheta)#?
• How do you graph two cycles of #y=-0.5tan(2theta)#?
• How do you graph two cycles of #y=3tantheta#?
• How do you graph two cycles of #y=2tan(3theta)#?
• How do you graph two cycles of #y=0.5tan(2theta)#?
• How do you graph two cycles of #y=-2tan(4theta)#?
• How do you graph two cycles of #y=-2.25tantheta#?
• How do you graph #y=cot(2theta)#?
• How do you graph #y=sec(theta-pi/2)#?
• How do you graph #y=-csc3theta#?
• How do you graph #y=sectheta+2#?
• How do you graph #y=cot(theta+pi)#?
• How do you graph #y=sec(1/4theta)#?
• How do you graph #y=4cot(1/3t)# over the interval #[-3pi, 3pi]#?
• How do you graph #y=3tan(2pit)# over the interval #[-1/2, 1/2]#?
• How do you graph #y=4tan(pi/2t)# over the interval #[-2,2]#?
• How do you graph #p(t)=1/2cot(pi/4t)# over the interval #[-4,4]#?
• Question #59981
• Question #655ec
• What is the csc, sec, and cot of point (3,4)?
• Question #2c848
• How do you graph #y=15e^(-.25t)cos(1.2pit)#?
• If #costheta+csctheta>0#, in which quadrant does #theta# lie?
• How do you sketch one cycle of #y=cscx#?
• How do you sketch one cycle of #y=cotx#?
• How do you sketch one cycle of #y=sec(2x)#?
• How do you sketch one cycle of #y=-cotx#?
• How do you graph #y=1/3 tanx# and include two full periods?
• How do you graph #y=1/4 tanx# and include two full periods?
• How do you graph #y=1/4secx# and include two full periods?
• How do you graph #y=csc(pi-x)# and include two full periods?
• How do you graph #y=2cot(x+pi/2)# and include two full periods?
• How do you graph #y=tan(x/3)# and include two full periods?
• How do you graph #y=-tan2x# and include two full periods?
• How do you graph #y=-csc(4x-pi)# and include two full periods?
• How do you graph #y=0.1tan((pix)/4+pi/4)# and include two full periods?
• How do you graph #y=1/3sec((pix)/2+pi/2)# and include two full periods?
• How do you graph to solve the equation on the interval #[-2pi,2pi]# for #tanx=1#?
• How do you graph to solve the equation on the interval #[-2pi,2pi]# for #tanx=sqrt3#?
• How do you graph to solve the equation on the interval #[-2pi,2pi]# for #cotx=-sqrt3/3#?
• How do you graph to solve the equation on the interval #[-2pi,2pi]# for #cscx=sqrt2#?
• How do you graph to solve the equation on the interval #[-2pi,2pi]# for #cscx=-(2sqrt3)/3#?
• How do you use the graph of #f(x)=secx# to determine whether the function is even, odd or neither?
• How do you determine graphically and analytically whether #y_1=sinxcscx# is equivalent to #y_2=1#?
• How do you determine graphically and analytically whether #y_1=sinxsecx# is equivalent to #y_2=tanx#?
• How do you determine graphically and analytically whether #y_1=cosx/sinx# is equivalent to #y_2=cotx#?
• How do you determine graphically and analytically whether #y_1=sec^2x-1# is equivalent to #y_2=tan^2x#?
• How do you graph #f(x)=tanx# and include two full periods?
• How do you graph #g(t)=2cot2t# and include two full periods?
• How do you graph #f(x)=xcosx# and include two full periods?