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Factor.
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Q. Factor.
- Identify Common Factors: Look for common factors in pairs of terms.We will first look at the terms and to see if there is a common factor. We can factor out from both terms.
- Factor Out Common Factors: Look for common factors in the remaining pair of terms.Now we will look at the terms and to see if there is a common factor. We can factor out from both terms.
- Write Down Findings: Write down what we have found so far.We have found:Now we can write the polynomial as a combination of these two factored expressions:
- Factor Out Binomial: Factor out the common binomial factor.We can see that the binomial is common in both terms, so we can factor it out.
- Check Quadratic Factor: Check if the quadratic factor can be factored further.The quadratic factor does not have any common factors and cannot be factored further using integers. Therefore, the factored form of the polynomial is:
