Answer
$t(x)=\frac{20-x}{6.4}+\frac{\sqrt{144+x^2}}{0.9}$
Work Step by Step
$t(x)=s(x)+r(x)$, hence using part a): $t(x)=\frac{20-x}{6.4}+\frac{\sqrt{144+x^2}}{0.9}$
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