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HELP, ASAP!! Please I really need to submit this and 1 hour and 30 minutes I'm on timer please help me to answer this questions

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HELP, ASAP!! Please I really need to submit this and 1 hour and 30 minutes I'm on timer please help me to answer this questions below and both graphs to draw please you can zoom in and able to see questions below please I don't need explanation I just need answer for them and two graphs correctly below please help me I do really appreciate your hardwork and time please I don't have time left only 1.30 minutes please answer them correctly with graphs :)

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mycourses.dtcc.edu/dz Score on last try: 1 of 3 pts. See Details for more. In the triangle below, cos(0) = > Next question Get a similar question You can retry this question below 5 Simplify these expressions, using versions of the Pythagorean identity. Part A: 7 - 7 cos (0). Hint Part A: Use the Pythagorean theorem to find an expression for side a in terms of z. Answer: 7 sin-( 0 ) a = 2. 12 - 12 sin?(0) Part B: Write an expression for sin(0) in terms of the variable a alone. Part B:_ 2 cos(0) . Assume that cos(0) # 0. sin (0) = Question Help: Message instructor Answer: Calculator Submit Question Part C: 64 - 64 cos?(0). You may assume that 0 Next question You can retry this question below Each of the functions in the left column (i-iv ) differs by a constant from one of the functions in the Use graphing technology to help you solve this problem. Match the functions by finding the constant by which they differ, and using a Pythagorean identity to verify your answers. Part A: Graph the functions f(z) = 3sin?(z) + 5cos?(z) and 9(z) = 3 + 2cos?(z). Graph f(z) below. if(z) = 4sin? (2) in f(z) - (2cos(z))? + (2sin(z) + 1)? [in f(z) = (3sin(z) + 2cos(2))? [ if(z) = sin'(2) + cos'(2) Clear All Draw WW 32/2 a.g(z) = - 2sin?(z) cos?(2) b.g(z) = 4sin(z) c.g(z) = 2sin 2 - 2cos z d. g(2) = sin(z)(5sin(z) + 12cos(2)) Part B : Compare the graphs . Write your answer in a complete sentence. Clear All Draw WW Edit - Insert - Formats - B / U X , X A . A - Q * Correct matches: question Help: Message instructor Graph g(z ) below . Submit Question 190 9 NV E Q PhotoGrid

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