if Alpha beta be the zeroes of the polynomial x²-8x+k such that alpha ²+ beta²= 40 , then k=?
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Answer:
Given
x^2 - 8x + k
alpha + beta = -b/a = 8
(alpha + Beta )^2 = alpha ²+ beta²+ 2alpha*beta
64 = 40 + 2alpha*beta
2alpha*beta = 24
alpha*beta = 12
Now
2alpha*beta = c/a
24 = k
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