Question

Which factoring pattern should you use to solve ?

1) use the pattern because the values of and are perfect squares, the value of , and the sign between the two terms is subtraction.
2) use the pattern because .
3) use the pattern because the values of and are perfect squares, the value of is 0, and the sign between the two terms is subtraction.
4) use the pattern because and the values of and are perfect squares.

Answer 1

To determine which factoring pattern to use, we need to examine the criteria provided in each option.

Step-by-step explanation:

In this question, we are given a statement about factoring patterns. To determine which factoring pattern to use, we can examine the information provided in each option.

1. Option 1: This option suggests using the factoring pattern when both values are perfect squares, the value of a is 1, and the sign between the two terms is subtraction.
2. Option 2: This option does not provide any specific information about the factoring pattern.
3. Option 3: This option suggests using the factoring pattern when both values are perfect squares, the value of b is 0, and the sign between the two terms is subtraction.
4. Option 4: This option suggests using the factoring pattern when a and b are perfect squares.

Based on the given information, Option 1 seems to be the most appropriate because it provides specific criteria for using the factoring pattern.