Question

Find the sum and product of ax² + bx + c ?

Answer 1

Ths sum of zeros r alpha + beta =-b/a=-coefficients of x/coefficients of x*2
The product of zeros r (alpha) (beta) =c/a= coefficients of c/ coefficients of x*2
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Answer 2

Step-by-step explanation:

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 .