Question: HELP!! I really need help on this questions below it is 1 whole assignment with this questions below, I didn't have any post questions left

HELP!! I really need help on this questions below it is 1 whole assignment with this questions below, I didn't have any post questions left that's why I put it together, really need this by 4 hours l've to submit please help me with those two graph to answer and all questions below correctly please you can zoom in and able to see questions clearly please also draw perfect two graphs to answer and I do really appreciate and thankful for your time and hardwork to help me out, but please help me I have 4 hours left and no questions left to post :)

VV VV art C: Use the options below to describe the graph of g + 1/ Hint Consider the functions y1 = 1.5 sin(472 - 0.5) and yz = 1.5 sin(47z + 0.5). Osine Part A: In the same viewing window, graph y1 and y2 over the interval 0 Simplify the following expressions Part A: 2. 12 + 42. 43 Hint 0.25 05 ( 1.5 sin (4xz)cos(0.5) - 1.5 cos(4xz)sin(0.5)) + (1.5 25 Hint Clear All D Question Help: Message instructor Content Activities ~ Tools v Grades ~ Help Score: 0/7 0/3 answered Question 3 Table of Contents , Unit 2: Right Triangle Definitions, Solving Equations, Inverse Sine & Cosine, Sine & Cosine Identities RF2_10A_Practice ~ You have learned that the average rate of change of a function f(z) on an interval [z, I + h] can and using the difference quotient RF2_10A_Practice Score: 0/7 0/3 answered RF2_10A_Practice (2 4 h) 1(z) . Question 1 Score: 0/7 0/3 answered . Question 2 In each part, choose an equivalent formula. sin (2.01) - sin(2 quotient for f(z) - sin(z) over the interval [2,2.01] is given by 2.01) - sin(2). In calculus, it is useful to rewrite this difference quotient Part A: cos(x + h) = Use the angle sum identities to determine the exac Ocos(x)cos(h) + sin(x)sin(h) o determine an exmon denominator, one can show that "(3pi/4 + pi/3 = (13 pi)/12: Use this cos(2) (0.01 + sin(2) ( Cos(0.01) - 1) Ocos(x)cos(h) - sinkx)s cos(x) + cos(h) Use the angle sum identity for sine to show that the O sin(x]cos(h) + cos(x)singh) Part B: Use the fact that ( 2ply/3 + pi/4 = (11 pi/12' t sit - Insert - Formats" B / U X X A Bo Part B: sin(2) + 2) = Question Help: Message instructor O cos(2y)cos(z) + sin(2y)sin(2) Calculator O sin(2y)cos(z) + cos(2y)sin(z) sin(2y)cos(z) - cos(2y)sin(2) O sin(2y) + since) nterval (2, 2.01). Show your work Part C: cos(u + 3x )- Answer : cosmicos3v) + sin(u)sin(3v) costa) + cos(3v) Work cosfulcos(3v) - sin( t)sin(3v) O cos( w)sin( 3v) - sin(ukcos(3v) westion Help: Message instruc
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