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Omni-MATH / When k candies were distributed among seven people so that each person received the same number of candies and each person received as many candies as possible, there were 3 candie…

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problem

When kk candies were distributed among seven people so that each person received the same number of candies and each person received as many candies as possible, there were 3 candies left over. If instead, 3k3 k candies were distributed among seven people in this way, then how many candies would have been left over?
Plain-text mathematical notation (without MathML)
When k candies were distributed among seven people so that each person received the same number of candies and each person received as many candies as possible, there were 3 candies left over. If instead, 3k candies were distributed among seven people in this way, then how many candies would have been left over?
Original LaTeX notation
When $k$ candies were distributed among seven people so that each person received the same number of candies and each person received as many candies as possible, there were 3 candies left over. If instead, $3 k$ candies were distributed among seven people in this way, then how many candies would have been left over?

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