To maximize his revenue, Damar should sell his book at a price of $130, which is calculated from the vertex of the revenue equation \(y = -0.1x^2 + 26x\). At this sale price, he would achieve a maximum revenue of $1,690.
Damar writes a book on how to save money. He wants to determine the price at which he should sell the book in order to
maximize his revenue. He comes up with the equation y = -0.1x to the second power + 26x, where x represents the selling price and y
represents the revenue earned. In terms of the context, describe in 2sentences at what sale price his book would return maximum revenue and what that revenue would be.
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