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(½a²b³)⁴=a4*b12
(2ab⁵)² / (c²)²=2a5*b10/c4
(a²b⁶)⁵ / (3x²)⁵=a10*b30/3x10
(3ab²)³ = 27a³b⁶
(½a²b³)⁴= 1/16 a⁸b¹²
(2ab⁵)² / (c²)² = 4a²b¹⁰/c⁴
(a²b⁶)⁵ / (3x²)⁵ = a¹⁰b¹² / 243x¹⁰
(3ab²)³ = 27a³b⁶
(½a²b³)⁴= 1/16*a⁸b¹²
(2ab⁵)² / (c²)² = 4a²b¹°/ c⁴
(a²b⁶)⁵ / (3x²)⁵= a¹°b³°/ 3⁵x¹°