Question 356456
{{{5x^2-34x=0}}}
{{{x(5x-34)=0}}}
Two solutions:
{{{highlight(x=0)}}}
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{{{5x-34=0}}}
{{{5x=34}}}
{{{highlight(x=34/5)}}}
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Also, you do have a {{{c}}} but it's equal to zero.
{{{x = (-(-34) +- sqrt( (-34)^2-4*5*0 ))/(2*5) }}}
 {{{x = (34 +- sqrt( (-34)^2 ))/(10) }}}
{{{x=(34+-34)/10}}}
{{{x[1]=0}}} and {{{x[2]=68/10}}}
{{{highlight(x[1]=0)}}} and {{{highlight(x[2]=34/5)}}}
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Remember, the quadratic formula ALWAYS works.