Question 79298
{{{x^2-5x=14}}}
{{{x^2-5x-14=0}}}

Using the quadratic formula,

{{{x=(5+-sqrt(5^2-4*1*(-14)))/(2*1)}}}
{{{x=(5+-sqrt(25+56))/(2)}}}
{{{x=(5+-sqrt(81))/(2)}}}
{{{x=(5+- 9)/(2)}}}

{{{x=(5+9)/(2)}}} or  {{{x=(5-9)/(2)}}}
{{{x=14/2}}} or {{{x=-4/2}}}
{{{x=7}}} or {{{x=-2}}}




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