Question 879376
Simplify completely: (x/x-3 +4/x) / 1-(1/3-x) 
"x over x-3 plus 4 over x OVER 1 minus 1over 3-x "
<pre>
{{{(x/(x - 3) + 4/x)/(1 - 1/(3-x))}}}
{{{(x/(x - 3) + 4/x)}}}{{{"÷"}}}{{{(1 - 1/(3 - x))}}}
{{{((x(x) + 4(x - 3))/x(x - 3))}}}{{{"÷"}}}{{{((1(3 - x) - 1)/(3 - x))}}}
{{{((x^2 + 4x - 12)/x(x - 3))}}}{{{"÷"}}}{{{((3 - x - 1)/(3 - x))}}}
{{{(((x + 6)(x - 2))/x(x - 3))}}}{{{"÷"}}}{{{((2 - x)/(3 - x))}}}
{{{(((x + 6)(x - 2))/x(x - 3))}}}{{{"*"}}}{{{((3 - x)/(2 - x))}}}
{{{(((x + 6)(x - 2))/x(x - 3))}}}{{{"*"}}}{{{((- 1(- 3 + x))/-1(- 2 + x))}}}
{{{(((x + 6)cross((x - 2)))/x(cross((x - 3))))}}}{{{"*"}}}{{{((cross(- 1)cross((- 3 + x)))/cross(-1)cross((- 2 + x)))}}} ------- {{{highlight_green(highlight_green((x + 6)/x))}}}, or {{{highlight_green(highlight_green(1 + 6/x))}}}