A quadratic polynomials whose one zero is -8 and sum of zeroes is 0 given then find the equation
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3
Sum of zeroes = 0
First zero = - 8
Second zero = 0 - (-8) = 0+8 = 8
Product of zeroes = - 8* 8 = - 64
Required polynomial = x^2 - (sum of zeroes) x + Product of zeroes
= x^2 - 0x + (-64)
= x^2 - 64
Required polynomial = x^2 - 64
And equation is x^2 - 64 = 0
First zero = - 8
Second zero = 0 - (-8) = 0+8 = 8
Product of zeroes = - 8* 8 = - 64
Required polynomial = x^2 - (sum of zeroes) x + Product of zeroes
= x^2 - 0x + (-64)
= x^2 - 64
Required polynomial = x^2 - 64
And equation is x^2 - 64 = 0
Dahiya22:
The answrr is x^2-8
Answered by
1
As the general equation is ...x^2-(sum of zeroes)x+(product of zeroes)..
Therefore ur equation will be x^2+0x-8...
Therefore ur equation will be x^2+0x-8...
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