Question 125723
{{{(x-8)/(x)-(3x-19)/(5x)}}} Start with the given expression. 



{{{(5/5)((x-8)/(x))-(3x-19)/(5x)}}} Multiply the first fraction by {{{5/5}}}. 



{{{(5x-40)/(5x)-(3x-19)/(5x)}}} Distribute and multiply. 



{{{(5x-40-(3x-19))/(5x)}}} Combine the fractions. 



{{{(5x-40-3x+19)/(5x)}}} Distribute the negative. 



{{{(2x-21)/(5x)}}} Combine like terms.