To calculate: The distance covered by falling parachutist using Romberg integration, the parachutist is given as the function of time, [1 - e-lchm»] gm v (1) = V where v = velocity (m/s) ,8 = gravitationalconstantof9.8m/s² %3D , m = massoftheparachutistequalto68.1kg and c = thedragcoefficientof12.5kg/s . Also, ɛ, = 0.05%.
To calculate: The distance covered by falling parachutist using Romberg integration, the parachutist is given as the function of time, [1 - e-lchm»] gm v (1) = V where v = velocity (m/s) ,8 = gravitationalconstantof9.8m/s² %3D , m = massoftheparachutistequalto68.1kg and c = thedragcoefficientof12.5kg/s . Also, ɛ, = 0.05%.
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Transcribed Image Text:To calculate: The distance covered by falling
parachutist using Romberg integration, the
parachutist is given as the function of time,
v (t)
gm
, where v = velocity (m/s)
,8 = gravitationalconstantof9.8m/s²
m = massoftheparachutistequalto68.1kg
, and c = thedragcoefficientof12.5kg/s
. Also, ɛ, = 0.05%.
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