Question 18 (1 mark) Attempt 3 ? M Question 1 Consider the function f(z) = cos( 5z), and suppose that F'(z) /:f(::;) dz. If F( 3) = 3.89, then find the constant of integration, c. Answer Question 23 (1 mark) Attempt 3 Question Consider the differential equation y' + cos(x)y = cos(x). Solve the differential equation (i.e., find y()), supposing that y( - 2) = 6.36. Evaluate that solution at the x-coordinates in the table below. Fill out the table with your answers. Answer r-coordinate Solution Value $1 = - 7.80 y(21) = 12 = 0.60 y(12) = 13 = 7.00 y(X3) = Enter as many decimal places as your calculator allows (8 to 10). Your answer must be within +0.005 of the correct answer to be considered correct.Question 13 (1 mark) Attempt 3 , Question Consider the function f(z) = cos( 3z) 0.38 Calculate (x) da (i.e., the definite integral of f(z) between z = 0.07 and z = 0.38). - 0.07 Answer 0.38 f(z)dz = =007 - Enter ag many decimal places as your calculator allows (8 to 10). Your answer must be within 40 -005 of the correct answer TR