Could i please get some help with this?

Question 1: Complete the Applied Project below. An approach path for an aircraft landing is shown in the figure and satisfies the following conditions: (i) The cruising altitude is h when descent starts at a horizontal distance f from touch- down at the origin. (ii) The pilot must maintain a constant horizontal speed v throughout descent. (iii) The absolute value of the vertical acceleration should not exceed a constant k (which is much less than the acceleration due to gravity). y = P(x) With your TA, discuss the following briefly: a) What does the derivative P'(x) represent? (Hint: It's not velocity!) b) A plane is cruising at an altitude of 2 miles at a distance of 10 miles from an airport. Explain why it is important to have P(0) = 0, P(10) =2, P'(0) =0, and P'(10) =0. Then do the following: c) The simplest polynomial that can meet all the requirements in part b) is a cubic polynomial P(x) = ax' + bx- + cx +d . Find values of the constants a, b, c, and d to fit the requirements for the flight path. (You may do this in Maple or by hand). Graph the resulting polynomial in Maple...does it look reasonable