Question 324922
um that entire problem was worked out incorrectly view process below:

{{{7/x=8/((x+3)+1)}}}
{{{7/x=8/(x+4)}}}
{{{8x=7(x+4)}}}
{{{8x=7x+28}}}
{{{x=28}}}
<p>
if this wasnt the correct set up then please write the correct probem
<p>
could also be this:
{{{7/x=(8/(x+3))+1}}}
{{{7/x=(8/(x+3))+((x+3)/(x+3))}}}
{{{7/x=(8+(x+3))/(x+3)}}}
{{{7/x=(x+11)/(x+3)}}}
{{{(x(x+11))=(7(x+3))}}}
{{{(x^2+11x)=(7x+21)}}}
{{{x^2+4x-21=0}}}
{{{(x+7)(x-3)=0}}}
{{{x=-7}}},{{{3}}}