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A store had 250 bottles of water. Each week, 40% of the bottles were sold and 48 new bottles arrived in shipments. Which recursive function best represents the number of bottles of water in the store?
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@Kira_Yamato
f(n) = f(n - 1) • 0.4 + 48, n > 0 f(n) = 250 - f(n - 1) • 0.4 + 48, n > 0 f(n) = f(n - 1) • 0.6 + 48, n > 0 f(n) = 250 - f(n - 1) • 0.6 + 48, n > 0
I think it's A or B.
A store had 250 bottles of water. => f(0) = 250 Each week, 40% of the bottles were sold and 48 new bottles arrived in shipments. => \[f(n) = 0.4f(n-1) + 48, n \in \mathbb{Z^+}\]
So the answer is A?
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