If one zero of the polynomial x2-kx-9 is the negative of the other , find the value of k ?
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Let α and β be the zeros of the polynomial x^{2} -kx-9
It is given that α=-β
Then, α+β=0
-b/a=0
-(coefficient of x)/coefficient of x²=0
k/1=0
k=0
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Let x be zero of the quadratic polynomial, then x is negative of the other
there fore f (x) =f (-x)
given f {x} =
x^2-8ks-9x^2-8kx-9=
x^2+8kx-9-8kx = 8kx
there fore k =0
there fore f (x) =f (-x)
given f {x} =
x^2-8ks-9x^2-8kx-9=
x^2+8kx-9-8kx = 8kx
there fore k =0
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