how to find a quadratic polynomial from the given zeroes 0, -1
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We are Given, Zeroes are 0 and -1
so, Polynomial is (x-0)(x+1)
= x^2 + x
so, Polynomial is (x-0)(x+1)
= x^2 + x
kunal0912:
got it?
Answered by
1
there is a formula for that.
consider one of the zeroes as α and the other β
let,
α=0 and β= -1
sum of zeroes= α+β
=0+-1
=-1
product of zeroes=αβ
=0×-1
=0
then the formula is:
x²-(α+β)x+αβ
x²-(-1)x+0
x²+x
∴the quadratic equation is x²+x
consider one of the zeroes as α and the other β
let,
α=0 and β= -1
sum of zeroes= α+β
=0+-1
=-1
product of zeroes=αβ
=0×-1
=0
then the formula is:
x²-(α+β)x+αβ
x²-(-1)x+0
x²+x
∴the quadratic equation is x²+x
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