Write the quadratic polynomial whose zeroes are 6 and -4
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Solution:
Let m,n are two zeroes of
a quadratic polynomial.
m = 6 , n = -4
i) m+n = 6-4 = 2
ii) mn = 6(-4) = -24
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Polynomial whose zeroes
are m, n is
k[x²-(m+n)x+mn]
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Required polynomial,
k[x²-2x+(-24)]
=k[x²-2x-24]
For all real values of k , above
polynomial is true .
If k=1 ,
polynomial = x²-2x-24
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