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Use differentials to approximate (3.98)^4. How?
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well, a linear approximation might help
Here's an idea... start with \[\huge y = f(x) = x^4\]
say y = (x+c)^4 y' = 4(x+c)^3
y = y'(x+c) - y(c) is a linear approximation
\[\huge \frac{dy}{dx}=4x^3\]\[\huge dy = 4x^3 dx\]
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