^{Can this question be answer in MATLAB Format.}

Problem 6 The height h(t) and horizontal distance x(t) traveled by a ball thrown at an angle A with a speed v are given by h(t) = vt sin(A)-0.5gt2 x(t) = vt cos(A) At Earth's surface the acceleration due to gravity is g -9.81 m/s'. a. Suppose the ball is thrown with a velocity v= 10 m/s at an angle of 35. Use MATLAB to compute how high the ball will go, how far it will go, and how long it wil take to hit the ground b. Use the values of v and A given in part a to plot the ball's trajectory; that is, plot h versus x for positive values of h. C. Plot the trajectories for v 10 m/s corresponding to five values of the angle A: 20, 30, 45, 60, and 70%. g to ve values of the initial velocity v: 10, 12, 14, 16, and 18 m/s. Problem 6 The height h(t) and horizontal distance x(t) traveled by a ball thrown at an angle A with a speed v are given by h(t) = vt sin(A)-0.5gt2 x(t) = vt cos(A) At Earth's surface the acceleration due to gravity is g -9.81 m/s'. a. Suppose the ball is thrown with a velocity v= 10 m/s at an angle of 35. Use MATLAB to compute how high the ball will go, how far it will go, and how long it wil take to hit the ground b. Use the values of v and A given in part a to plot the ball's trajectory; that is, plot h versus x for positive values of h. C. Plot the trajectories for v 10 m/s corresponding to five values of the angle A: 20, 30, 45, 60, and 70%. g to ve values of the initial velocity v: 10, 12, 14, 16, and 18 m/s