Question

3a^3+4a-3 Product analysis?
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Answer 1

Given:

given {3a^2+4a-3}

To find:

Factor=?

Solution:

The given value is can't be factories

Answer 2

Answer:

there is a mistake .You can not solve it with 3a^3

so you need to change 3a^3 to 8a^3.

Step-by-step explanation:

8a^3+4a-3

f(a)=8a^3+4a-3

f(1/2)=8(1/2)^3+4(1/2)-3

=0

now

a=1/2

or a-1/2=0

or 2a-1=0

then

8a^3+4a-3

=8a^3-4a^2+4a^2-2a+6a-3

=4a^2(2a-1)+2a(2a-1)+3(2a-1)

=(2a-1) (4a^2+2a+3)