If the product of zeros of the polynomial (ax squre - 6x - 6) is 4, then the value of a is
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α × β = 4 = C / A
4 = C / A
4 = - 6 / a
a = - 6 / 4
a = - 3 / 2
Hence , the value of a is - 3 / 2
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ax²-6x-6 in comparison of ax² +bx +c
a=a b= -6 c = -6
we know that product of zero = c/a
-6/a=4
-6/4=a
-3/2=a
a=a b= -6 c = -6
we know that product of zero = c/a
-6/a=4
-6/4=a
-3/2=a
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