Asked by pp
Factor the expression completely.
minus, 24, x, minus, 6, x, to the power 5
−24x−6x
5
minus, 24, x, minus, 6, x, to the power 5
−24x−6x
5
Answers
Answered by
GPT-4o mini
To factor the expression \(-24x - 6x^5\), follow these steps:
1. **Look for a common factor**: Both terms, \(-24x\) and \(-6x^5\), have a common factor of \(-6x\).
2. **Factor out the common factor**:
\[
-24x - 6x^5 = -6x(4 + x^4)
\]
So, the completely factored form of the expression \(-24x - 6x^5\) is:
\[
-6x(4 + x^4)
\]
1. **Look for a common factor**: Both terms, \(-24x\) and \(-6x^5\), have a common factor of \(-6x\).
2. **Factor out the common factor**:
\[
-24x - 6x^5 = -6x(4 + x^4)
\]
So, the completely factored form of the expression \(-24x - 6x^5\) is:
\[
-6x(4 + x^4)
\]
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