Here are 10 different ways to rewrite the expression \(10(y + 9)\):
- \(10y + 90\)
- \(10(y) + 10(9)\)
- \(10y + 9 \times 10\)
- \(10 \times (y + 9)\)
- \(10y + 9 \cdot 10\)
- \(10(y + 9) = 10y + 90 = 90 + 10y\)
- \(10 \cdot y + 90\)
- \(90 + 10 \cdot y\)
- \((y + 9) \cdot 10\)
- \(10 \cdot (y + 9)\)
These variations utilize distributive properties and rearrangements of the expression.