Let k be the largest integer such that 343/7^k is an integer. What is the remainder when 343/7^k is divided by 7?

Guest Jul 21, 2022

#1**0 **

*Let k be the largest integer such that 343/7^k is an integer. What is the remainder when 343/7^k is divided by 7?*

The value of **k = 3**. This is because 7^{3} is 343, therefore 343/7^{3} = 1.

If the exponent is any value larger than 3, then the quotient is less than 1.

I don't understand what the second part of the question is asking for. Sorry.

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Guest Jul 21, 2022

edited by
Guest
Jul 21, 2022