Note : Do it Using C++ Language:

Earth, a ball that is thrown into air from any point on the Earth's surface will follow a parabolic flight path. The height of the ball at any time t after it is thrown is given by: 3. The Flight of a Ball: If we assume negligible air friction and the curvature of the y(t) = 30 + vot-2gt2 where go is the initial height of the ball, ah0-to sin is the initial velocity of the ball along y or vertical direction, and g is the acceleration due to gravity. The horizontal distance (range) travelled by the object s given by: 2(t) = Zo + arot where zo is the initial horizontal position and vzo-vocos is the initial velocity of the ball along or horizontal direction. Assume, that the intial velocity vo = 20 m/s at an initial angle . Calculate the values of range and height for angle between 0 and 90 in steps of 5. Determine the angle that will result in maximum range for the ball. Plot the trajectory of the path for different angles in different colors