Answer:
1. Find the GCF:
16 y | 5
1
2. Write the GCF: 1
3. Rewrite expression factor out the GCF: 16y + 5
4. Write the final factored expression: 16y + 5
Explanation:
The initial expression is:
16y + 5
So, we have two terms: 16y and 5
The factors of these terms are:
16y: 1, 2, 4, 16, y, 2y, 4y, 16y
5: 1, 5
So, the greatest common factor is 1
Then, the expression factor out the GCF is:
[tex]\frac{16y+5}{1}=16y+5[/tex]
Therefore, the final factored expression is:
1*(16y + 5) = 16y + 5
