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12 cards from this deck
W=FdW = FdW=Fd
Integration (calculus)
W=∫ABF(x)dxW = \int_A^B F(x)dxW=∫ABF(x)dx
Force as a function of distance xxx
Two positions (integration limits)
Hooke's Law
F=k(l−l0)F = k(l - l_0)F=k(l−l0) where l0l_0l0 is natural length
F=kxF = kxF=kx where xxx is extension
Yes, identical results when applied correctly
Equal (for elastic strings)
Positive
W=ΔKE+ΔPEW = \Delta KE + \Delta PEW=ΔKE+ΔPE
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