Question 948010

solve for {{{(1/x)/(1/x+1)}}} <br>
the answer is {{{1/(x+1)}}}
<pre>
{{{(1/x)/(1/x + 1)}}}
{{{1/x}}}{{{"÷"}}}({{{1/x + 1}}})
{{{1/x}}}{{{"÷"}}}({{{(1 + x)/x}}}) ------ Applying LCD, x to DIVISOR, in order to simplify DIVISOR
{{{1/x}}}{{{"*"}}}({{{x/(1 + x)}}}) ------ Changing DIVISION symbol to MULTIPLICATION, and INVERTING DIVISOR
{{{1/cross(x)}}}{{{"*"}}}({{{cross(x)/(x + 1)}}})________{{{highlight_green(1/(x + 1))}}}