The equation for the parachutist's velocity is given by: gm (1-e-c/m)t) where t is the time, g is the gravitational constant, c is the drag coefficient, and m is the mass. Use the fixed-point iteration method to determine the drag coefficient c needed for a parachutist of mass m= 70 kg to have a velocity of 50 m/s after freefalling for time t = 10 s. The acceleration due to gravity is 9.81 m/s?. Note: use the arrangement gm (1-e-(c/m)t) C%3D Start with c =3 and find the answer after two iterations. %3D 6.803043 8.926963 O This arrangement will diverge -35.429670 8.537366 7.348555
The equation for the parachutist's velocity is given by: gm (1-e-c/m)t) where t is the time, g is the gravitational constant, c is the drag coefficient, and m is the mass. Use the fixed-point iteration method to determine the drag coefficient c needed for a parachutist of mass m= 70 kg to have a velocity of 50 m/s after freefalling for time t = 10 s. The acceleration due to gravity is 9.81 m/s?. Note: use the arrangement gm (1-e-(c/m)t) C%3D Start with c =3 and find the answer after two iterations. %3D 6.803043 8.926963 O This arrangement will diverge -35.429670 8.537366 7.348555
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:The equation for the parachutist's velocity is given by:
gm
(1-e-c/m)t)
C.
where t is the time, g is the gravitational constant, c is the drag coefficient, and m is the mass.
Use the fixed-point iteration method to determine the drag coefficient c needed for a parachutist
70 kg to have a velocity of 50 m/s after freefalling for time t = 10 s. The acceleration
of mass m=
due to gravity is 9.81 m/s.
Note: use the arrangement
gm
C =
(1-e-(c/m)t)
Start with c = 3 and find the answer after two iterations.
6.803043
O 8.926963
O This arrangement will diverge
-35.42967O
8.537366
7.348555
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