Problem 7 Match each graph with its equation by writing the corresponding CAPITAL letter in the box: (A) y 3 sin (2 + 1) (F) tan (22) (K) y 6 sec (4x) (B) y 2 sin (G) y tan (L) 4 sec (62) (C) 3 3006 (+ (H) 3 cot(2) (M) 3 6 sec (82) (I) 3 cot (N) 3 40sc(6x) (D) 3 2 cos (J) (0) 3 6 csc (4x) cot (B) y 3 cos 7) - 2 一介 T EIM 2π -3/8 -6 ㅡㅠ MAO - Ас -3

Q: 5. Find an equation for the graph: 1- A) y = 2 cos(3Tx) B) y = 3 cos s(x) C) y = 3 cos(2nx) D) y = 2…

A: Consider the graph

Q: 8) Graph the function: y = -2 sin(40)

A:

Q: 1 se a power series to approximate the definite integral dx to 6 decimal places. 1+x4 hter the first…

A: “Since you have asked multiple question, we will solve the first question for you. If youwant any…

Q: 2. Find amplitude, shift, and graph: (a) y=(2sin2x) (B) y=(-sinx)+1

A:

Q: Find the standard answer for | tan(x) + e² dz = +C

A: ∫tan(x)+exdx

Q: solve for x tan(3x-4)o=1/cot(5x-8)o

A: We use the reciprocal identity, cotx=1/tanx

Q: Suppose that a and ß are in the first quadrant, sin(a) = , and sin(B) = . What is sin(a + B)?

A: cos2α=1-sin2α sinα+β=sinαcosβ+cosαsinβ

Q: If sin (0) = (a) cos(0) 2 , and is in quadrant II, then find > - 7 = (b) tan (0) = = (c) sec(0) =

A:

Q: Graph the function: y = tan (;0) + 1

A: Given,            y = tan12θ + 1

Q: What is the equation of the graph: AA 100 200 300 400 500

A:

Q: 4) Graph the function: y = sin(-0)

A:

Q: y = sinx sin2x

A: We will solve the problem.

Q: (a) y = = tan a 18

A: To differentiate the following function.