Three graphs are given below. For each, choose its equation from the following. y= csc.x y = tan.x y=2 csc.x y= cotx+ y=2 sec| x+· y = tan %3D %3D %3D 3D 3D 3D 3D 11 3D -2- 3D %3D 3D 3D %3D 3D %3D %3D Equation: Equation: Equation: (Choose one) (Chonse one) (Chonse onel

Q: y = tan x- Choose the correct graph below. O A. O B. OC.

A: To draw the graph for y=tan(x-π/2)

Q: Sketch the graphs of y = x and y = tan x.

A: Given y=x and y = tanx

Q: 3. Match each graph with the corresponding equation below. Explain your answers. 2 B. 180 360° 540*…

A:

Q: In three-dimensional space, the graph of the equation T= COS(y cos((y) is:

A: According to question given thatx=cos(y)

Q: Identify the vertical translation for the graph of y =1 +4  cos ( 3x +pi/2)     - pi/2

A: y=1+4cos3x+π2⇒y=4cos3x+π2+1 Now comparing with y=acosbx-c+d, we get a=4, b=3, c=-π2 & d=1

Q: Select the equation for each graph. y = tan(x y = sec(x) y = -sec(x) y = - cot(x) y = cot(x) y =…

A: Given:        This is the graph of equation y=secx

Q: Match each graph with its equation. Not all equations will be used. -2 y csc(x) 3+ 3 y = tan(x) y =…

A: Consider the given function y=cscx Now, draw the graph of the function And the function y=tanx Now,…

Q: Match each graph with its equation. y = cos(x) v y = cot(x) y = csc(x) 5-5-4/-3 -2 -1 y = sin(x) y =…

A:

Q: Choose the correct graph of y = 3 cos 3x, 0 < x < 2 T: WW 1 27 3 2 -1 -2

A: Given query is to find the graph of the function.

Q: I. Graph one interval for each of the following. list out all the information indicated and graph…

A:

Q: Determine the period of the following graph. 3 2 11a 2 2 -1 2 -2 -4 -5 Answer: Submit Answer 1. 4,

A: Given graph is

Q: Select the equation for each graph. y -sec(x) y = cot(x) y = -csc(x) y = csc(x) y = tan(x) >

A: Given that

Q: Three graphs are given below. For each, choose its equation from the following. y = 2 csc 2x y =…

A:

Q: Select the equation for each graph. y -sec(x) y = cot(x) y = -csc(x) y = csc(x) y = tan(x) y =…

A: Give the equation of each graph.

Q: Use Desmos to graph y = cos x, y = cos (2x), and y = cos x+ cos (2x) for x>0.Compare and contrast…

A: We have to draw the graphs of y=cos(x) , y= cos(2x)  and  y=cos(x) + cos (2x)

Q: . Graph y = |sin x | , - 2π ≤ x ≤ 2π

A: The given function is    y = |sin x | , - 2π ≤ x ≤ 2π

Q: Sketch the graph of the equation.

A: Sketch the graph of the equation.  y=exsin x

Q: Which one of the following graphs shows all of the following features? Period of 12, Amplitude of 3,…

A: In this question, we want to identify the graph which satisfy the given features.

Q: Choose a correct equation for the graph shown below. O A. y = 5 sin (3x) B. y = 10 sin C. y = 5 cos…

A: We have to choose the equation for the graph .

Q: Enter the equation for the graph. Y2 270 F2 y = [ ?] cos([ ]x) Enter

A:

Q: Sketch the graph of the equation.

A: The given equation is y=sec12x+π.

Q: Graph y = f(t) = sin t + cos t. How would you describe the graph?

A:

Q: sketch their graphs y = 2 Sin ( X+Tr )-1

A: Let us start with the function y=sinx, this is a graph from -1 to 1 on y-axis and stretches…

Q: Three graphs are given below. For each, choose its equation from the following. y=2 sec 2x y= csc x…

A:

Q: Graph y= 2 cos 4x for at least two periods. State the domain and range.

A: Explained below

Q: True or false: The graphs of y = sec(x/2)and y = cos(x/2)are identical._________

A: Solution:-  The given graphs are  y=secx2 and y=cosx2 The graph of the above functions are given…

Q: Write an equation of the form y=a sin bx or y=a cos bx to describe the graph below. y 0 4 5 16 7 8 9…

A: The given equations are y=asinbx or y=acosbx. The given graph is:

Q: Enter the equation for the graph. TC F1 12 y = [?] cos([ ]x)

A: topic - equation of the graph

Q: graph y = cot x where π < x < 2π

A: We have to use properties of cot function to solve this problem

Q: Graph y = cos x where −2π ≤x ≤4π

A: We have to graph the function

Q: Match each graph with its equation. 2- -5 -4 3 -2 -1 y = cct(x) y = cos(x) y = -csc(x) -2 y = sin(x)…

A: Please see the answers below.

Q: Sketch the graph of each equation from x = 0 to x = 8.          y = x + cos px

A: Given: y=x+cosπx; x∈0,8 Graph of given expression on given interval can be draw as below

Q: Sketch the graph of the equation.

A:

Q: Three graphs are given below. For each, choose its equation from the following. y = 2+ csc.x y = sec…

A: To find the equation of the graph.

Q: Choose the correct graph of y = cos x, -T< x< T: 37 2

A: Given the query is find the graph of the cos function.

Q: The graph shown is of the function 41 37 Oy= cscx y = tanx %3D Oy= secx Oy= cotx

A:

Q: Graph y= tan x for x between −3π/2   and    3π/2, and then reflect the graph about the line y=x to…

A: Given. We are given a function of y and x as y = tan(x)

Q: Carefully sketch the graphs of y = tan x and y = 4/π  x . Make sure to label both graphs and their…

A: To graph the functions y=tan x &amp; y=4πx

Q: Three graphs are given below. For each, choose its equation from the following. AX y = tan y = csc 2…

A: Given: The graphs as To determine: The equation of each graph.

Q: 3. Graph y = 3 cos 2x y X

A: Here we have to graph the function          y=3 cos 2x We have to substitute the angles for x to…

Q: sketch their graphs y = 2 sin (x + π) - 1

A: Here we have to draw the graph of y=2sin(x+π)-1 since it a sinusoidal curve.....

Q: Choose the correct graph of y = tan x, - < x< ": <x< :

A:

Q: Sketch the graph y = 1 + sin (x +pai/4)

A: Sketch the graph for the function

Q: Graph two periods of the given cotangent function y =(1/2)cot 2x.

A: The cotangent function is y=12cot2x

Q: y = = cot *x 2 2

A:

Q: Select the equation for each graph. y = -sec(x) y = cot(x) y = sec(x) y = - tan(x) y = -csc(x) y =…

A: We know that                                  tan x=sin xcos x                          cot x= cos…

Q: graph  y = 2cos (x + pi)

A: Consider the function y=2cos(x+π).Compute the values of y for various values of x as follows.

Q: Sketch the graph of the equation.

A: Sketch the graph of the equation.      y=x-sin x

Coordinate Geometry

Coordinate geometry, also known as analytic geometry or Cartesian geometry in classical mathematics, is a type of geometry that is studied using a coordinate system. Coordinate geometry is a branch of mathematics that describes the position of points on a plane using an ordered pair of numbers called coordinates.