1.

6find the value of (a+B) & (aß) forthe following equn. x2 - 112 +33 = 0​

Answer»

ANSWER:

a +b =-111\\ \\\alpha \beta =33

Step-by-step EXPLANATION:

For the QUADRATIC equation of the form -

ax^{2} +bx+c=0

Compare with the equation with x^{2} -112x+33=0, we get -

a=1, b=-112 and c=33.

Then the value of -

a+b=-112+1

        =-111

Let the ROOTS be \alpha and \beta.

PRODUCT of roots =\frac{c}{a}

                           =\frac{33}{1}

                      \alpha \beta =33


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