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The ratio between the masses of Jupiter and Venus is

We can separate the coefficient and the powers of ten:

Use the exponent rule

to simplify the powers of 10:

So, the ratio is

So, Jupiter has a mass that is approximately 400 times greater than Venus's.
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Answer:
14-3n
Step-by-step explanation:
The answer is 6.5%, I just took a test with this question.