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MIT 18.01 Single Variable Calculus (OCW)
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Problem Set 1, Part II, 2.a) Is delta_L/delta_h supposed to be positive for all the delta_h? I'm also having a little trouble understanding what delta_L/delta_h means.
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It looks like they want to take the absolute value of \[ \Delta L = L - L_0 \] L is a function of h, specifically \[ L(h) = \sqrt{ h^2 - (2.0e4)^2} \] if we change h, we will get a change in L. the ratio \( \frac{ΔL}{Δh} \) tells us the change in L relative to the change in h if this ration is large, it means a small change in h causes a large change in L (L is *sensitive* to changes in h). Or if it is small (much less than 1), then L changes only a little with changes in h. L would be *insensitive* or *robust* with respect to changes in h.
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