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Factor.
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Q. Factor.
- Check for Perfect Square Trinomial: Determine if the quadratic can be factored as a perfect square trinomial. A perfect square trinomial is in the form . We need to check if fits this pattern.
- Identify Square Roots: Identify the square root of the first term and the last term.The square root of is , and the square root of is . So, we have and .
- Verify Middle Term: Check if the middle term fits the pattern . For our expression, should be , which matches the middle term of our quadratic.
- Write Factored Form: Write the factored form using the square of a binomial.Since the quadratic fits the pattern of a perfect square trinomial, we can write it as .
