To factor the expression 3x^{3}-4x^{2}+6-8 completely.

Pretoto4o 2021-11-17 Answered
To factor the expression
3x34x2+68
completely.
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Expert Answer

Liek1993
Answered 2021-11-18 Author has 13 answers
Step 1
The given expression is 3x34x2+6x8
Make two groups of the terms as shown below L
(3x34x2)+(6x8)
Now, factor out the greatest common factor from both the groups.
x2(3x4)+2(3x4)
Now, factor out (3x4) from both the terms.
(3x4)(x2+2)
Now, the two terms in multiplication cannot be factored further.
The factored form of the given expression is (3x4)(x2+2)
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