if alpha and beta are zeroes of the quadratic polynomial p(x) = x^2-(k+6)x+2(2k-1) then find the value of k if alpha beta = alpha beta / 2
parisakura98pari:
how could be alpha beta=alpha beta/2? please recheck ur qustion.
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Answered by
7
p(x)=x^2-(k+6)x+2(2k+-1)
alpha beta=c/a=4k-2
it is given that alpha beta=alpha beta/2
4k-2=4k-2/2
4k-2=2k-1
2k=1. => k=1/2.........
hope it helps......
alpha beta=c/a=4k-2
it is given that alpha beta=alpha beta/2
4k-2=4k-2/2
4k-2=2k-1
2k=1. => k=1/2.........
hope it helps......
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3
plz refer to this attachment
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