Question

find product of the zeros of the polynomial m square - 17 m + 72

Answer 1

Let p(m) be the representation of the given polynomial

We have,

p(m)=m²-17m+72

Let @ and ß be the zeros

For product of zeros,it would be: constant term/x²coeffiecient

Here,

@ß=72

Answer 2

Answer:

72

Step-by-step explanation:

m^2-17m+72

m^2-8m-9m+72

m(m-8)-9(m-8)

(m-8)(m-9)

m=8;m=9

Here,8 and 9 are the zeros of polynomial

product of 8 and 9 is 72.

Hope it helps you

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