Question

ax²+bx+c=0,(a,b,C, real number , ) write the condition that the two seeds of the equation are equal .

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Answer 1

$In\: the \: Quadratic \: equation:$ $ax^2+bx+c=0, where \: a,b\:and \:c \:are$

$real \: numbers.$

$\underline{\pink{ Condition: }}$

$If \: Discriminant \: (\triangle) = 0 \:then$

$the \: roots \: are \:real \:and \: equal.$

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