- 3a² ÷ a¹ = 3a
- 2a × a³ = 2a⁴
- 6a² × a⁰b³ = 6a²b³
- a⁴ × a⁻¹b⁻¹ = a³b⁻¹
- (a⁻¹)⁵ = a⁻⁵
- a⁻¹b⁻¹c² ÷ a⁰b⁰ = a⁻¹b⁻¹c²
- 8a⁻² × (ab)³ = 8ab
- (ab)³ ÷ (a⁻¹b)² = a⁵b
- 2a⁻¹b⁻² × b = 2a⁻¹b⁻¹
- (2b)² ÷ 4b² = 1
- 4b⁰ ÷ 4b⁻¹ = b
- 2b × 4b² = 8b³
- 2b × 4b⁻¹ = 8
- 6b⁻¹ × b² = 6b
- (a⁻¹b⁻¹)³ = a⁻³b⁻³
- 18(ab)² ÷ 9ab = 2ab
- 2a²b⁻¹ × b = 2a²
- 3(a⁻¹b)² = 3a⁻²b²
- (a⁻¹b)² = a⁻²b²
- 3a² ÷ 3a = a
- 2a × 2a = 4a²
- 6a⁻¹ × a² = 6a
- 6a⁰ × a⁰b² = 6b²
- a⁰ × a⁻³b⁻² = a⁻³b⁻²
- (a⁻¹)⁵ = a⁻⁵
- a⁻¹b⁻²c² ÷ a⁰b⁰ = a⁻¹b⁻²c²
- 8a⁻² × (ab)³ = 8ab
- (ab)³ ÷ (a⁻¹b)² = a⁵b
- 2a⁻¹b⁻² × b = 2a⁻¹b⁻¹
- (2a)² ÷ 4a² = 1
- 4a⁰ ÷ 4a⁻¹ = a
- 2a × 2a = 4a²
- 6a⁻¹ × a² = 6a
- 6a⁰ × a⁰b² = 6b²
- a⁰ × a⁻³b⁻² = a⁻³b⁻²
- (a⁻¹)⁵ = a⁻⁵
- a⁻¹b⁻²c² ÷ a⁰b⁰ = a⁻¹b⁻²c²
- 8a⁻² × (ab)³ = 8ab
- (ab)³ ÷ (a⁻¹b)² = a⁵b
- 2a⁻¹b⁻² × b = 2a⁻¹b⁻¹
Parent Tip: Review the logic above to help your child master the concept of properties of integer exponents worksheet.
