An Amazon seller is deciding which of their products to invest in for the next quarter to maximize their profits. They have each of their products listed as segments of a circle. Due to varying market conditions, the products do not sell consistently. The seller wants to achieve maximum profit using limited resources for investment. The product list is segmented into a number of equal segments, and a projected profit is calculated for each segment. The projected profit is the cost to invest versus the sale price of the product. The seller has chosen to invest in a number of contiguous segments along with those opposite. Determine the maximum profit the seller can achieve using this approach.

An Amazon seller is identifying strategy to revive its declining sales. The seller wants to maximize its revenue by adopting optimum product mix for next quarter.

Formula

The maximum profit can be calculated using the following :

maxProfit (k , profit): n = len(profit) rotate = n // 2

windowSum = float('-inf') iterator = 0

Conclusion:

The products which are showing positive trend in the market should be placed visible for the next quarter. The products products profit is estimated to be equal to cost to invest which the price of product plus its launching expense.

Formula:

The maximum profit a seller can achieve through this strategy is (k , profit):

n = len(profit) rotate.

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