Store A sells five times as many products as Store B and one third as many as Store C. If Store C sells 145,670 products, how many products does Store B sell?
Question
Store A sells five times as many products as Store B and one third as many as Store C. If Store C sells 145,670 products, how many products does Store B sell?
Solution
To solve this problem, we need to follow these steps:
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First, we know that Store C sells 145,670 products and Store A sells one third as many as Store C. So, we calculate the number of products Store A sells by dividing the number of products Store C sells by 3.
Store A = 145,670 / 3 = 48,556.67 products
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Next, we know that Store A sells five times as many products as Store B. So, we calculate the number of products Store B sells by dividing the number of products Store A sells by 5.
Store B = 48,556.67 / 5 = 9,711.33 products
So, Store B sells approximately 9,711 products.
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