Kinetic Friction Between Block and Surface (HW Check)

AI Thread Summary
The discussion focuses on calculating the coefficient of kinetic friction between a block and surface after a bullet embeds into the block. The initial momentum equation used is incorrect, as it assumes total momentum is zero, neglecting the bullet's initial velocity. The conservation of momentum should account for the bullet's mass and speed before the collision. The calculations for kinetic friction also need reevaluation based on the correct momentum conservation principles. The conclusion emphasizes the need to reassess the approach to ensure accurate results.
Masrat_A

Homework Statement


A 10 g bullet is fired at 200 m/s into a 1 kg block after which they slide together 2 m on a horizontal surface. Determine the coefficient of kinetic friction between the block and surface.

Homework Equations


##M_AV_{Ai} + M_BV_{Bi} = 0##
##WNC = ΔE##

The Attempt at a Solution


##0.010(200) + V_{Bi} = 0##
##2 + V_{Bi} = 0##
##V_{Bi} = -2##

##-FKX = PE_f - PE_i##
##-M_KFNX = 0 - 1/2MV_i^2##
##-M_KMGX = 1/2MV_i^2##
##X = V_i^2/2M_Kg##
##2 = 2^2/2(10)M_K##
##20M_K = 2##
##M_K = 0.1##

Does this seem correct?
 
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Your first equation says that the total momentum is zero. Is the bullet not moving while the block is stationary before the collision? What's the total momentum that is conserved while the bullet becomes embedded in the block?

You need to rethink this.
 
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