Question

Evaluate ddtr(g(t)) using the Chain Rule:r(t)=⟨⟩

Answer 1

$\frac{d}{dt} r(g(t))=$

Given:  $r(t)=$    and  $g(t)=4t+4$

To Find:  $\frac{d}{dt} r(g(t))$

Solution:

Since, r(t) is composite function of g(t)

So,   $r(g(t))=$

Thus,   $\frac{d}{dt} r(g(t))=$

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