$($Section $1\mathrm{.}3)$ Suppose that a baby grows, increasing in volume by $2\mathrm{.}7c\frac{m^3}{?}$ treek. Given that $1$ week $=7$ days, $1$ day $=24$ hours, and $1in=2\mathrm{.}54cm,$ how fast is the baby growing in $i\frac{n^3}{h}$our $?$

Hint: Use many decimal places on this one or enter the exact answer. Webwork is a calculator and can handle expressions such as $\frac{2**3**3}{7}.$

$i\frac{n^3}{?}$ hour