A skydiver’s vertical velocity is governed by m(dv/dt)=mg-k(V^2) where, ? is the mass of the skydiver, ? is gravitational acceleration, and ? is the skydiver’s coefficient of drag. (i) If the skydiver leaves his/ her aero plane at time t = 0 with zero vertical velocity, find the vertical velocity equation, ?.
A skydiver’s vertical velocity is governed by m(dv/dt)=mg-k(V^2) where, ? is the mass of the skydiver, ? is gravitational acceleration, and ? is the skydiver’s coefficient of drag. (i) If the skydiver leaves his/ her aero plane at time t = 0 with zero vertical velocity, find the vertical velocity equation, ?.
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter6: Vector Spaces
Section6.7: Applications
Problem 18EQ
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A skydiver’s vertical velocity is governed by
m(dv/dt)=mg-k(V^2)
where, ? is the mass of the skydiver, ? is gravitational acceleration, and ? is the skydiver’s coefficient of drag.
(i) If the skydiver leaves his/ her aero plane at time t = 0 with zero vertical velocity, find the vertical velocity equation, ?.
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