Question

Which expression is equivalent to startfraction m minus 4 over m 4 endfraction divided by (m 2) ?

Answer 1

Rational functions are written as fractions. The expression equivalent to $\frac{\dfrac{m-4}{m+4} }{m+2}$ is $\frac{m-4}{m^2+6m+8}$

Rational functions

Given the rational function expressed as:

$\frac{\dfrac{m-4}{m+4} }{m+2}$

This can be further expressed as:

$\frac{m-4}{(m+4(m+2)}$

Factorize the denominator to have;

$\frac{m-4}{m^2+4m+2m+8}\\ \frac{m-4}{m^2+6m+8}$

Hence the expression equivalent to $\frac{\dfrac{m-4}{m+4} }{m+2}$ is $\frac{m-4}{m^2+6m+8}$

Learn more on rational function here: brainly.com/question/1917026

#SPJ4