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express the following into positive exponential form

(3/2)^33÷(2/3)^-35

Question

express the following into positive exponential form

(3/2)^33÷(2/3)^-35

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Mathematics
3 months
2021-07-31T14:42:30+00:00
2021-07-31T14:42:30+00:00 2 Answers
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## Answers ( )

Answer:(2/3)²

Step-by-step explanation:(3/2)³³ = 3³³/2³³

(2/3)^(-35) =( 3/2 )³⁵ = 3³⁵/2³⁵

(3/2)^33÷(2/3)^-35 =[ 3³³/2³³ ]× (2³⁵/3³⁵)

=(3³³×2³⁵)/(2³³× 3³⁵)

= 3^(33-35) × 2^(35-33)

= 3^(-2) ×(2²)

= (2/3)²

Means….what do you mean?