dy There is no need to simplify. dr III. Find sin-'r + In 2 3coth z – tan(6r) 1. y = 20

Q: 19. Find the amplitude of each trig function below:19a. 2 sin(3x), 19b. 3 cos(5x), 19c. −7 cos(4x)

A: The objective of this question is to find the amplitude of the given trigonometric functions. The…

Q: 3. cos? (z) sin“ (2) dz

A: Given, The integral is,

Q: d 1 dr tan? (x)

A:

Q: Y==(x+1) tant x- Ans:

A: Evaluate it.    1xdydx=tan-1x

Q: cos u= 4/5. Evaluate sin v

A: Explanation: Given that,                          We know that,                        For angle u,…

Q: Differentiate.

A:

Q: バx 0 2. (5X sín x cos X dx

A: Use integration by parts

Q: 5. Use substitution to find S sin1º0 cos 0 d0.

A: We will find the integration.

Q: tanx - dx 2 cos? cos x

A: Solve the following integral

Q: 3. Find S sin5 x cos* x dx.

A: Use substitution method

Q: 1. Find of the trigonometric function: dx y=−10x + 3 cosx

A: Derivative of Cosx is -Sinx

Q: 12. Evaluate Cos 0 -sin & - Bin sin 0 Co3 0

A: Given: cosθ−sinθsinθcosθ4

Q: d Use the Product Rule to find (and simplify): [sin'x]

A:

Q: dx 4. Evaluate correct to 3 decimal 3-2 sinx places. (10)

A: See the details solution in below

Q: Find the deri vative. y= tanx sec x t CsC X

A:

Q: 1) Evaluate x sin(x)dx

A: Given :       ∫x2 sinx dx

Q: Determine the amplitude of the function y = -4 sinx- 7. а. 7 с. 4 b. -7 d. -4

A: Generally the following is the formula used for calculating the amplitude:y = A sin(ωt+ϕ)Where, y…

Q: C. tan 0 = 3 sin 0 over [0, 2n) %3D

A:

Q: 10. ſ sinx tan(cosx) dx

A: In this question, we need to integrate using the substitution method.

Q: from Evaluate cos r sin x dr.

A:

Q: B. Find y(4). 1. y = sin 2x tan x csc² 2

A:

Q: y=arctan(-1) "Find for Y in radians"

A:

Q: dx tan x +sin x+1

A: Solution of the problem as follows