Question

5. Find a quadratic polynomial, sum and product of whose zeroes are 10 and 12 is​

Answer 1

HOPE IT HELPS :

Given :

Sum of zeros = 10

Product of zeros = 12

Solution :

Quadratic polynomial is determined as :

$f(x) = k[x^{2} - (sum of zeros)x +(Product of zeros) ]$

Where k is a non zero arbitrary constant

Hence

$f(x) = k[x^{2}-10x+12 ]$

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