If the product of zeroes of following polynomial is 8,then the value of K is _____ x^3- 6x+7x^2-k
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(iv) 6x2 − 3 − 7x (v) p(x)=x2+2√2x-6 ... and. Therefore, sum of the zeros = Product of the zeros. = − 2 × 4. = −8. and ... of zeroes = 43. So, the required quadratic polynomial will be f(x)=k(x2+83x +43)
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If the product of zeroes of the polynomial ax^2 - 6x - 6 is 4 , find the value of a .
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Given polynomial: - ax^2 - 6x - 6 a = a, b = - 6, c = - 6 Product of zeroes = 4 (Given) As we know that, for a quadratic polynomial - Product of zeroes ...
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