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Compute the work required to stretch a spring from 7 to 15 cm past equilibrium, assuming that the spring constant is k=190 kg/s2.
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hookes law; F = -kp or some such?
well, x = distance; so f(x) = 190x, but id have to look it up to refresh me memory
yeah, it looks like it pretty much that: we int it up to 95x^2 95(15)^2 - 95(7)^2 = work done
or simply: 95(15^2 - 7^2)
i get 16720 if I did it right
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it's incorrect
it happens :) i mighta misinterpreted the information given; but the integral for the work done on a spring is: \[\int_{7}^{15} 190x .dx\] right?
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