Math, asked by ploopy5288, 1 year ago

Alpha , beta ,gamma are zeros of a cubic polynomial Kx3 - 5x +9 . if alpha 3 +beta3 + gamma3 = 27. Find the value of K

Answers

Answered by cutypriyanshi410
22
3α + 3β + 3gama = 27
3 ( α +β + gama) = 27
α + β +gama = 27/ 3 = 9
Now we know that,
α + β + gama = - coefficient of x square / coefficient of x cube
= > 9 = - 0 / K
= >9 K = 0
= > K = 0
hope it will help you..... ☺☺

ploopy5288: thx
ploopy5288: and for u you too the answer is -1
tanishkaverma20: alpha, beta and gamma are raised to power 3
tanishkaverma20: not 3 times
Similar questions