The diameter of each wheel of a bicycle is 26 inches. If you traveling at...

Rewrite the given units:
Calculate the speed in inches per minute:
$35$mph$=$$\frac{35}{60}$mpm
$1$mile$=$$63360$in
So,
$\frac{35}{60}$mpm$=$$\left(\frac{35}{60}\times 63360\right)$ inpm
$35$mph$=$$\left(\frac{35}{60}\times 63360\right)$ inpm
$=37134.99$ inpm
Find the number of revolutions:
The speed of the bicycle is $37134.99$inpm
So in 1-minute wheel moves $37134.99$inches
The diameter (D) of each wheel of a bicycle is $26$ inches
So,
$37134.99=n\pi D$
$n$ is the number of revolutions.
$37134.99=n\pi Dn=\frac{37134.99}{\pi D}=\frac{37134.99}{\pi \times 26}=452.84$
So, $n$ can be taken as $453$.
Hence, the number of revolutions is $453$.