Question 575751
using communitive property
{{{(1/3x -3/4) + (5/6x + 1/8)}}}
{{{((1/(3x)) + (5/(6x)))+((-3/4) + (1/8))}}} multiply bya common 1 to make denominators same
{{{((2/(6x)) + (5/(6x)))+((-6/8) + (1/8))}}} add fractions
{{{(7/(6x))+(-5/8)}}} multiply by a 1/1 to get 8(6x) in denominator
{{{(8/8)(7/(6x))+(6x/6x)(-5/8)}}}
{{{(56/48x)+(-30x/48x)}}}
{{{(56-30x)/(48x)}}} this can be reduced
{{{(28-15x)/(24x)}}}it can be left like this or
{{{28/24x-15x/24x}}}
{{{(7/6x)-(5/8)}}} or left previously this way i dont know which way you need it