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use dy to estimate change of y when x changes are indicated: y=x^3 from x=4 to x=4.02
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\[dy=3x ^{2}dx\] \[dy=3\times16\times (0.2)^{2}\]
how did you get 3×16? I know that its f(a) x f'(a) x (x-a), but I don't see how you got f(a) and f'(a)
dy=0.96
the point where you evaluate the function dy is x=4 dx=(4-4.02)=0.2 not squared is a error
I am using the derivative of y=x**2 that is dy/dx=3x**2
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