SOLUTION: express each polynomial equation as product of prime factors the roots using the zero-product property 1.(2x^2-5x-3)^2(9x^2-24x+16)^3(2x^2+13x+21)=0 2.(x^2+4x)^2(3x^2

SOLUTION: express each polynomial equation as product of prime factors the roots using the zero-product property 1.(2x^2-5x-3)^2(9x^2-24x+16)^3(2x^2+13x+21)=0 2.(x^2+4x)^2(3x^2_17x-6)^2(4x

Question 1170975: express each polynomial equation as product of prime factors the roots using the zero-product property
1.(2x^2-5x-3)^2(9x^2-24x+16)^3(2x^2+13x+21)=0
2.(x^2+4x)^2(3x^2_17x-6)^2(4x^2+9x-9)^3=0
please guide me here i need a complete solution
Answer by MathLover1(20850) (Show Source): You can put this solution on YOUR website!

1.

first factor

now factor

and factor
combine all together

factor
factor
factor
all together:

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