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What is the simplified form of 72x^16/50x^36? Assume x ≠ 0.

A: 6/5x^10

B: 6/5x^2

C: 6/5 x^10

D: 6/5 x^2

(pretend it's in fraction form, also for the last two the x^10, and x^2, goes in between the 6 and 5)

2 Answers

3 votes

Answer:

option A

Explanation:

User Adnan Yaseen
by
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3 votes
Given

(72x^(16))/(50x^(36))

This can be simplified as follows:

(72x^(16))/(50x^(36))= (36x^(16))/(25x^(36)) \\ \\ = \frac{ \sqrt{36x^(16)} }{ \sqrt{25x^(36)} } = (6x^8)/(5x^(18)) \\ \\ = (6)/(5) x^(8-18)= (6)/(5) x^(-10) \\ \\ = (6)/(5x^(10))

Option A is the correct answer.
User Goddes
by
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