Sketch one cycle of the graph y = tan (x + T). Solution: d. Period One cycle of the graph Adjacent Vertical Asymptotes y= tan (x + T) Graph: (Draw the vertical asymptotes, plot the points, and join the points using smooth curve.)

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: Given, y=sec12x

Q: Write equations for the asymptotes for the graph of fe) = sec 2r on the interval-

A: To find the vertical asymptotes we set denominator equal to 0.

Q: - For the function y=-cos(x+4), fill in the blanks then sketch one cycle of its graph. Be sure to…

A: Topic = Trigonometric Functions

Q: 1: consider y=2tan(pi x  -  pi)                                ___     ____…

A: Period does not depend on horizontal shift and vertical stretch.Period= pi/b=pi/(pi/8)=8

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: The given equation is y=14tanx

Q: Sketch two periods of the graph of the function h(x)=4sec(π/4(x+1)). Identify the stretching factor,…

A: y  = Asec(Bx+C) A = vertical stretching factor P = 2πB= Period Given y = 4secπ4x+1 A = 4,  B = π4…

Q: Sketch the graph of y = tan (r - ) on the axes below including %3D any asymptotes.

A: vertical asymptotex=-π4+nπ

Q: 1) Considering the graph y =3 sin(2t + 1), how many degrees needed to shift to locate graph from the…

A: A sine function is periodic function. Any sinusoidal function includes either sine or cosine…

Q: Sketch the graph: y = tan(2x) Find the period, asymptotes, and intercepts.

A:

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: Giveny=-3tan(13x-π3) To find period and graph the function

Q: Sketch the graph of y = tan (x -) for -n < x <n.

A:

Q: y = 1 sec (2x – 2

A: Given The given equation is y=12sec2x-π2.

Q: Determine the period and all vertical asymptotes for the function.  y=cot(3x+pi)+2

A: Given:

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: y=sec13x

Q: graph

A: Vertical asymptote of tan(x) is at -π/2 and π/2.

Q: Sketch the graph: y= tan(2x) y 3= Find the period, asymptotes, and intercepts.

A:

Q: 1) Sketch the graph of the function y = tan ( 3x –). Clearly show the asymptotes and how you got…

A:

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: The period of a trigonometric function distance between the repatriation of a function, or it is the…

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: Given

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A:

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: given y=csc1/2x we need to find the period and sketch the graph of the equation

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: Find the period and sketch the graph of the equation. Show the asymptotes.  y=-13sec(x2+π4)

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: Given that the function  y = 13tan 2x-π4 To Find out the Period and sketch the graph of the…

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: To Find the period and sketch the graph of the equation. Given that the function is y = sec 3x.…

Q: Sketch two periods of the graph of the function p (x) = tan (x 5). Identify the stretching factor,…

A: We have to find the asymptotes for the function p(x)=tanx-π3 on the domain -P,P.

Q: Sketch the graph of y = tan (r - ) on the axes below including any asymptotes. 4 -7/2 7/2 37/2 -1 -2…

A: Plot the curve for tan x. The function y = tan x is the parent curve for the given function y.

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: Given: Y=cot 2x To find period and asymptote

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: y=tan4x Comparing with y=tanbx, we get b=4 Now the period is, πb=π4 Now vertical asymptotes,…

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: If y=AtanBx-C+D Then Period : πB Vertical asymptotes: x=CB+π2Bk Where k is an odd integer.

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: The given equation is y = secx-π2.The plot of the given equation is

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: given y=3 sec x we need to find the period and sketch the graph of the equation.

Q: graph y=tan1/2(x+pi/4)

A: Consider the given function, y=tan12x+π4⇒y=tan 12x+π8 Here, the parent function is y=tanx. The…

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: y=sec(2x) Use the form a sec(b x−c)+d  to find the variables used to find the amplitude, period,…

Q: 4. These two tables provide numerical evidence that the line x: is a vertical asymptote for 2 y =…

A: To find the vertical asymptote tanx=∞

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: The given function is y=-12csc2x-π. It is known that the period of cscx is 2π. This gives that the…

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: Given: y=cscx+3π4

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: The periodicty of function y= a cscbx+c+d =2πb

Q: Sketch two periods of the graph of the function p (x)= tan (x – (x - ). Identify the period, and…

A: Given        p(x)=tan(x-π8) The graph of the given function is…

Q: f(x) = 3 tan(4x − 20) Identify the asymptotes in the displayed domain of the graph. (Enter your…

A:

Q: Explain the transformations and graph. Identify the period , asymptote , domain and range of y=1/2…

A:

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: Given y=4tanx

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: Given: The function y=13cotx, To find: The period of the given function. To sketch: The graph of the…

Q: Find the period and sketch the graph of the equation. Show the asymptotes.

A: We have given y=tan2x . We have to find the period of the equation and also we have to sketch the…

Q: Sketch two periods of the graph of the function p(x) = tan (x period, and asymptotes. Enter the…

A: In given graph period of function is pi. Stretching factor is 1

Q: Sketch graph of y = − tan(2x −π/3) by labeling vertical and horizontal asymptotes and x and…

A:

Q: f(t)=-2sin(1/2(t-pi))-1 . a. Amplitude = _____________ b. Midline = _______________ c. Period =…

A: f(t)=-2sin(1/2(t-π))-1 f(t) = -2 sin [t/2 - π/2] -1   A. Amplitude: 2 B: Midline: y=-1 C: Period: 4π…

Q: Graph the function. y-3 sec (x + 4) - 3 To draw the graph, plot three consecutive asymptotes and two…

A:

Q: Find the period and the asymptotes of each function, but do not graph it.   1. y=sec(θ - 2π/3)   2.…

A:

Q: Let f(x) = -2 tan(3x) a. Find the period of f(x) b. Graph one cycle of f(x) on the axes below and…

A: (a) Given that Since it is known that period of tan is to . Hence -2tan 3x is, 0 to .