Problem 2:A 165 lb skydiver jumps off from a plane at a height 10,000 ft. Inthe first 30 seconds, the drag force due to air resistance is 2v. Useg = 32 ft/s'. (A) What is the differential equation (as an explicitderivative) that describes the motion of the skydiver? (B) what isthe velocity of the skydiver after the first 10 seconds? (C) Whatis his altitude at that instant of time? After the first 30 seconds,the parachute is released to increase the drag force. If this time,the drag force is proportional to the square of the velocity, (D)find an expression for the velocity at any time t after the initial30 seconds, assuming the same value of k. It's alright if youranswer is in implicit form.

Given: Weight of skydiver: 165 lb=363.763kg h=10,000 ft=3.408 km in t=3s, D=2v g=32ft2 To Find:…

Answered: Problem 2: A 165 lb skydiver jumps off…

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