A,b,c are zeroes of cubic polynomial x3-12x3+44x+c. if a,b,c are in
a.p. find the value of c
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one of the zeroes of the cubic polynomial x3 + ax2 + bx + c is -1, then the product of the other two zeroes is
(a) b – a +1
(b) b – a -1
(c) a – b +1
(d) a – b -1
polynomials
(a) b – a +1
(b) b – a -1
(c) a – b +1
(d) a – b -1
polynomials
Answered by
1
sum of roots=-(-12) =12
product of roots= -c
sum of roots taken 2 at a time=44
so the value which satisfies these are -4,-2,-6
i.e. c= -48
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