Find the sum and product of zeroes of quadratic polynomial ax2+bx+c
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Answered by
148
Hey dear !!!
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==> In the equation ,
p(x) = ax² + bx + c
We have to find the sum of zeroes and product of zeroes .
We have,
a = a
b = b
c = c
Let, α and β be the zeros of the given polynomial,
We know that,
Sum of zeroes = α + β = -b/a
= -b/a
Also we know,
Product of zeroes = αβ = c/a
= c/a
Therefore, -b/a and c/a are the sum and product of the given polynomial .
____________________________
==> In the equation ,
p(x) = ax² + bx + c
We have to find the sum of zeroes and product of zeroes .
We have,
a = a
b = b
c = c
Let, α and β be the zeros of the given polynomial,
We know that,
Sum of zeroes = α + β = -b/a
= -b/a
Also we know,
Product of zeroes = αβ = c/a
= c/a
Therefore, -b/a and c/a are the sum and product of the given polynomial .
Answered by
35
I hope it is correct answer
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