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## Homework Statement

A light spring of force constant 3.75 N/m is compressed by 8.00 cm and held between a 0.250 kg block on the left and a 0.490 kg block on the right. Both blocks are at rest on a horizontal surface. The blocks are released simultaneously so that the spring tends to push them apart. Find the maximum velocity each block attains if the coefficient of kinetic friction between each block and the surface is the following. In each case, assume that the coefficient of static friction is greater than the coefficient of kinetic friction. Let the positive direction point to the right.

(a) For the 0.250 kg block:

At µk = 0.000, the maximum velocity is _____ m/s

At µk = 0.100, the maximum velocity is _____ m/s

At µk = 0.454, the maximum velocity is _____ m/s

(b) For the 0.490 kg block:

At µk = 0.000, the maximum velocity is _____ m/s

At µk = 0.100, the maximum velocity is _____ m/s

At µk = 0.454, the maximum velocity is _____ m/s

## Homework Equations

1/2Kx^2=1/2mv^2+fd

## The Attempt at a Solution

For µk = 0.000 and m = 0.250 kg, I get:

1/2(3.75)(0.08^2)=1/2(0.25)v^2 + 0

solving for v i get: v=0.309 and v=-0.31

since the 0.250 kg block is moving to the left the answer should be -0.31 m/s, but the answer is incorrect.