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Решение

1) (125b²)³ / (25b⁴) = (5³b²)³ / (5²b⁴) = (5⁹b⁶) / (5²b⁴) = 5⁷b²

2)  (45x¹⁴y⁸) / [- 27x¹²(-y³)³] = (5x²y⁹) / (3y⁹) = 5x² / 3

3)  [-32c¹⁵ (d⁴)⁵] / (24c¹³d¹⁷) = (- 4c²d²⁰) / (3d¹⁷) = - (4c²d³) / 3 

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