How do you multiply #(6p+7)/(p+2)div(36p^2-49)#?
Then divided by a "whole number " fraction
Set the problem up as complex fraction
To make the second fraction (bottom fraction or denominator) disappear multiply both fractions by the multiplicative inverse.
The denominator disappears leaving
Now you have
6p +7 on the top divided by the 6p + 7 on the bottom equals 1
The key is to recognize that
To divide by a fraction, change