Question

the two zeros of a quadratic polynomial are -4 and -6 find the sum and product of the zeros what is the value of ccoefficient b
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Answer 1

Sum of zeroes = -4-6=-10= -b/a

Product of zeroes = -4*-6=-24=c/a

Thus if we take a=1 b=-10 c=-24

Therefore the quadratic polynomial will be x^2-10x+24.

Cheers.

Answer 2

Answer:

Sum of zeroes = -(coefficient of x) / coefficient of x^2

-4+(-6) = -b /a

-4-6= -b/a

-10 = -b/a

B/a = 10

Product of zeroes = constant term / coefficient of x^2

-4*-6 = c/a

24= c/a

So , value of a = 1 , b= 10 and c = 24

Hope it help you ✌️❣️