An apple orchard produces a profit of $40 per tree when planted with 3200 trees. Owing to overcrowding, the profit per tree (for each tree in the orchard) is reduced by 4 cents for each additional tree planted. Use a quadratic function to determine the number of trees that should be planted in order to maximize the total profit from the orchard.
An apple orchard produces a profit of $40 per tree when planted with 3200 trees. Owing to overcrowding, the profit per tree (for each tree in the orchard) is reduced by 4 cents for each additional tree planted. Use a quadratic function to determine the number of trees that should be planted in order to maximize the total profit from the orchard.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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An apple orchard produces a profit of $40 per tree when planted with 3200 trees. Owing to overcrowding, the profit per tree (for each tree in the orchard) is reduced by 4 cents for each additional tree planted. Use a quadratic function to determine the number of trees that should be planted in order to maximize the total profit from the orchard.
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