product of zeros of the polynomial x3-2x2+5x+6 is A (6 )B( -6) C (5 )D (2)
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answer : option (B) - 6
polynomial is x³ - 2x² + 5x + 6
so, product of zeros of the polynomial = - constant/coefficient of x³
= -6/1 = -6
[ concept : if any polynomial, ax³ + bx² + cx + d is given then,
sum of zeros = - coefficient of x²/coefficient of x³ = -b/a
sum of products of two consecutive zeros = coefficient of x/coefficient of x³ = c/a
product of zeros = -constant/coefficient of x³ = -d/a ]
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Answer:
The coffecitation x2is3x2=2x2+5x+6is
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