Percentage of Block Energy Dissipated

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AI Thread Summary
The discussion focuses on calculating the percentage of energy dissipated by a block due to air resistance during a vertical fall. The block's speed increases from 6 m/s to 8 m/s over a distance of 3 m, leading to a final energy calculation. The attempt at a solution uses the kinetic and potential energy equations to find that 33% of the block's energy is dissipated. The calculations are confirmed as reasonable by participants in the thread. Overall, the analysis effectively addresses the energy dissipation due to air resistance in the given scenario.
Masrat_A

Homework Statement


During a vertical fall, a block's speed increases from 6 m/s to 8m/s over a 3 m distance. What percentage of the block's energy is dissipated due to air resistance over this distance?

Homework Equations


##E_f = E_i##

The Attempt at a Solution


##E_f = DE_i##
##KE_f + PE_f = D(KE_i + PE_i)##
##1/2MV_f^2 + 0 = D(1/2MV_i^2 + Mgy)##
##V_f^2 = D(V_i^2 + 2gy)##
##64 = D(36 + 60)##
##D = 0.67##

##1 - 0.67 = 0.33##
##0.33 * 100 = 33##

I wasn't so sure on what to label dissipated energy, so I went with D. Does any of this seem reasonable?
 
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It's all very reasonable.
 
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