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If the product of zeroes of the polynomialfind the value of a. |
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Answer» Answer: The value of a for the polynomial \BOLD{a x^{2}-6 x-6}ax 2 −6x−6 is -3/2 Step-by-step explanation: Given polynomial: a x^{2}-6 x-6ax 2 −6x−6 Product of zeroes of this polynomial = 4. A polynomial is an expression of more than one or TWO algebraic term, may be a sum of those terms also. We know, that the product of zeroes of a polynomial a x^{2}+b x+cax 2 +bx+C can be given by =c/a Hence, for the polynomial: a x^{2}-6 x-6ax 2 −6x−6 , a = a, b = -6 and c = -6. Product of zeroes of this polynomial = (-6)/a 4 = -6/a a = -6/4= -3/2 |
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