What is the equation for the accompanying graph? (1) y=cos2x (3) y=2cosx (2) y =cosx 1 (4) y =cosx 2"

Q: 2. = COS X- 4. Amplitude= de%3D Equation of mid-line: ent Length of period: Phase Shift:

A: Given:- g(x) = cos(2(x-π/4)) To find  Amplitude Equation of midline  length of period phase shift

Q: Sketch the graph of y = 2 sin x from x = 0 to x = 2n by making a table using multiples of 1/2 for x.…

A:

Q: Find sec42x -dx tan 2x A --—-—-cot²2x-—-—-cot³21+ C 16 cot82x) (4sec22x-1) B -(cort2x) 4 12 11 1 C)…

A:

Q: How does the graph of y = -2 sin x differ from the graph of y = sin x?

A: we know that  sinx∈-1,1

Q: 4) y= Arc sin(x³)

A:

Q: How would this parametric function of x=2cost +cos2t; y=2sint-sin2t be solved

A: In order to solve a parametric equation, firstly differentiate x and y with respect to t and then…

Q: Sketch the graph from x = 0 to x = 4p.         y = 3 cos x + sin 2x

A: The given equation of the curve is: y = 3 cos x + sin 2x, and interval is 0≤x≤4π. To sketch the…

Q: cos y = x² – 4 at (2,4)

A:

Q: Sketch the graph from x = 0 to x = 4p.         y = sin x + sin x/2

A: Given equation is y=sinx+sinx2. And the interval is 0≤x≤4π.

Q: Graph off (x) = cos2 x - 2 sin x/4.

A:

Q: If y = -cos(2t), then y(5)= ?

A:

Q: 2sin x -1 y = cosx +2

A: Basic identities of trigonometry and differentiation are used

Q: Find y' and y". y=2sin4x-cos(8x-1)

A: Let's find.

Q: What should I do to graph functions of the form y = A sin Bx if B is negative?

A: How to make graph of y=A sin Bx if B is negative.

Q: 1) | 2x cosx 2) | tan³x sectx dx x - 3 3) x3 - 4x dx

A:

Q: the action of a spring can be modeled by the function y=4 cos x- cos x sin x after x seconds  Within…

A: To find the height at which spring has height of 3 feet

Q: Use the graph of y = 2 sin 2x in the figure to obtain the graph of y = 2 csc 2x.

A: The function of the given graph is y=2sin2x. Since, y=sinθ and y=cscθ are reciprocal to each other.…

Q: Find the equation of a cosine wave that is obtained by shifting the graph of y = cos x to the left 9…

A: Please see the answer in step 2

Q: Find the shaded region in the graph. 5- Q 3 3- y=2 y= cos x+1

A: The area of the shaded region is -32+π3

Q: Write the equation of the line tangent to the graph of r : 4 cos 0 when 0 = ". %3D %3D

A:

Q: dy If y = tan-[ sec2(5x² + 1) csc-3 (cos 3x)]. Find

A:

Q: y=2(21,2-1 + arctan x) 2 2 x-1

A: Please see the whiteboard.

Q: (2 sinx if 0< x< T Graph g (x) cosx + 1 if < x< 27

A: gx=2sinx       if    0≤x≤πcosx+1   if    π&lt;x≤2π

Q: How do you graph the function y = 1 + sin x?

A: We have to graph the functiony=1+sinx

Q: correct graph of y = sin x, -"sxs 2n and y = csc x, - sxs 2n on the same axis:

A: Solution:

Q: At which of these x-values is the graph of y = sin x above the graph of y = cos x ?

A: This is a very simple question even if you are given some options in form of intervals, using them…

Q: How do the slopes of the lines tangent to the graph of y = tan-1 x behave as x S ∞?

A: The slope of the line tangent to the graph of y=tan-1x  at a point is the derivative of the function…

Q: s nip

A: Consider the provided function, fx=sin2x=1-cos2x2  for 0≤x≤2π Draw the graph of the function using…

Q: 9. Spot the problem with the equation 3 + dx -3

A: Consider the following equation:        ∫-21x-4dx   Spot the error.

Q: what is the period of the function: y=-3 cos (2x-π)? 1. 2 2. 2π 3.π 4. 2π/3

A: Use function of the form y = acos(bx - c) + d

Q: If y = -cos x, what x-value corresponds to a y-value of 1 between 0 and 27?

A:

Q: Explain how y = cos x + 2 is different from y = cos (x +2)

A:

Q: Sketch the graph from x = 0 to x = 4p.       y = cos x + 1/2 sin 2 x

A: Given that: y=cosx+12sin2x To draw the table,

Q: Graph the sinusoidal function using key points. 41) y = 1 + cos x 2- 1 -2n TC -1- -27 42) y = 4 sin…

A: Let's find.

Q: Sketch the graph from x = 0 to x = 4p.         y = cos x + cos x/2

A: Given function is y=cosx+cosx2.

Q: How do you graph the function     y = 2 sin x + cos 2x?

A: To graph the function

Q: how to solve this equation using variation of parameters.    y'' + y = tanx

A:

Q: 4) Graph y = 1+ cos x - 2n <x< 2n

A:

Q: Sketch the graph from x = 0 to x = 4p.         y = 2 sin x - cos 2x

A:

Q: graph y = 4sin5x cos3x - 4cos5x sin3x from x= 0 to x= 2pi

A: Given,            y=4sin5xcos3x-4cos5xsin3x from x=0 to x=2πWe know that,…

Q: Graph y = 4 sin 5x cos 3x - 4 cos 5x sin 3x from x =0 to x = 2p.

A: Given function:                            y = 4 sin 5x cos 3x - 4 cos 5x sin 3x ,   0 ≤x≤2π

Q: Between a single period, how would you find the x-intercepts for the equation y = cos6x, using…

A: The given function is y= cos6x in single period that is [0, 2pi].

Q: Our cycle of normal breathing takes place every 5 seconds. Velocity of air flow, y, measured in…

A: Follow the procedure given below.

Q: Graph two full periods of y = tan (x + π/4).

A:

Q: 3. Graph y= cos x+ 4. Graph y=5 sin| x-

A:

Q: How do you find the coefficient A by looking at the graph ofy = A sin (Bx +C)?

A: y=A sin(B x +C)

Q: Determine the amplitude of y = -2 sin x. Then graph y = sin x and y = -2 sin xfor -π≤ x ≤3π.

A: We have to determine the amplitude of y=-2 sin x   We have the standard form as y = A sin(B(x + C))…