Problem. A Ferris Wheel, with radius $50ft.,$ turns counterclockwise one revolution every $18$ seconds. Bryce stands at a point $120$ ft $.$ from the base of the wheel on the "upward motion" side and off to one side at an angle of $20.$ The wind is blowing toward the Ferris Wheel, essentially into Bryce's face, at an angle $30$ to the base of the wheel. This wind results in an acceleration of $12f\frac{t}{s^2}.$ At the instant Susan is at point $A(3$ o'clock on the wheel$),$ Bryce throws a ball at the Ferris Wheel, releasing it from the same height as the bottom of the wheel. If the ball's initial speed is $110f\frac{t}{sec}$ and it is released at an angle of $60$ with the horizontal, does Susan have a chance to catch the ball? Explain why$/$why not

By adjusting the speed the wheel rotates and$/$or the launch angle of the ball $($including your interpretation of at the Ferris Wheel$)$ and$/$or the initial speed of the ball $($within reason$),$ can you fix it so Susan catches the ball when she reaches the top of the Ferris Wheel.