The height and speed of a projectile (such as a thrown ball) launched with a speed of vo at an angle A to the horizontal are given by h(t) = tot sin(A)-0.5gt2 r(t) = V -2mgt sin(A) + g2t2 where g is the acceleration due to gravity. The projectile will strike the ground when h(t)-0 which gives the time to hit tht2(vo/g) sin(A) Suppose that A = 30, to = 40rn/s, and g = 9.81m/82 Use the MATLAB relational and logical operators to find the times when a. The height is no less than 15 m b. The height is no less than 15 m and the speed is simultaneously no greater than 36 m/s. Tghe i ben r t3