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Find the length of the curve $f(x)=6x_{3}?+2x1?$ from $x=4$ to $x=6$. Step 1 of 3 Recall the arc length formula and when it is valid. If $f_{?}(x)$ is continuous on $[a,b]$, then the arc length, $L$, of $f(x)$ from $x=a$ to $x=b$ is given by the following formula. $L=?_{a}1+(f_{?}(x))_{2}?dx$ Find $f_{?}(x)$ and determine whether it is continuous within $[4,6]$. $f_{?}(x)=$ Thus $f_{?}(x)$ continuous in the interval $[4,6]$.

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