Question 156455
Well since it is not equal to any thing, we can't solve for "x". However, we can simplify


{{{(70/3)/(10/x)}}} Start with the given expression



{{{(70/3)*(x/10)}}} Multiply the first fraction {{{70/3}}} by the reciprocal of the second fraction {{{10/x}}}



{{{((7*10)/3)*(x/10)}}} Factor {{{70}}} to get {{{7*10}}}



{{{(7*10*x)/(3*10)}}} Combine the fractions.



{{{(7*highlight(10)*x)/(3*highlight(10))}}} Highlight the common terms



{{{(7*cross(10)*x)/(3*cross(10))}}} Cancel out the common terms



{{{(7x)/(3)}}} Simplify



So {{{(70/3)/(10/x)}}} simplifies to {{{(7x)/(3)}}}