n/ $1+2+3+....+x=78$
$⇔[x(x+1)]:2=78$
$⇔x(x+1)=156$
$⇔x(x+1)=2^2.3.13$
$⇔x(x+1)=12.13$
$⇔x=12.$
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o/ $(3x-4).(x-1)^3=0$
$⇔\left[ {\matrix{{3x-4=0} \cr{(x-1)^3=0} \cr} } \right. $
$⇔\left[ {\matrix{{x=\frac{4}{3}} \cr{x=1} \cr} } \right. $
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p/ $(x-4).(x-3)=0$
$⇔\left[ {\matrix{{x-4=0} \cr{x-3=0} \cr} } \right. $
$⇔\left[ {\matrix{{x=4} \cr{x=3} \cr} } \right. $
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