Answer
$10.2 \text{ seconds} $
Work Step by Step
Using $D=rt,$ then the conditions of the problem translate to
\begin{array}{l}\require{cancel}
300=\dfrac{88}{3}t
.\end{array}
Using the properties of equality, the equation above is equivalent to
\begin{array}{l}\require{cancel}
\dfrac{3}{88}(300)=\left(\dfrac{88}{3}t\right)\dfrac{3}{88}
\\\\
\dfrac{900}{88}=t
\\\\
t=10.227272727272727272727272727273
.\end{array}
To the nearest tenth, it would take $
10.2 \text{ seconds}
$ for the snake to travel.
