Final answer:
The factored form of the algebraic expression 22a+88 is 22(a + 4), obtained by factoring out the common factor of 22 from both terms.
Step-by-step explanation:
The student is asking to find the factor of the algebraic expression 22a+88. When factoring expressions, we look for common factors in each term. In this case, both 22a and 88 have a common factor of 22.
We can factor out the 22, which gives us:
- Identify the common factor: The common factor of 22a and 88 is 22.
- Factor out the common factor: 22 (a + 4)
This expression, 22(a + 4), is the factored form of 22a+88.