Graphing Tangent, Cotangent, Secant, and Cosecant

Key Questions

How do you find the asymptotes for the cotangent function?

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

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

Harish Chandra Rajpoot · 1 · Jul 2 2018

Questions

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?

Graphing Trigonometric Functions

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Radian Measure
Applications of Radian Measure
Circular Functions of Real Numbers
Translating Sine and Cosine Functions
Amplitude, Period and Frequency
General Sinusoidal Graphs
Graphing Tangent, Cotangent, Secant, and Cosecant

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Graphing Tangent, Cotangent, Secant, and Cosecant

Key Questions

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Graphing Trigonometric Functions