Business X is planning to put up a bakeshop in the shape of a kitkat. The dimensions of the building’s length and width should adhere to a kitkat bar’s ratios, (5.5:2.25). There's no height limit for this. To paint the building's outsides, they would need to commission a carpenter to formulate the kitkat color. This means that they could only afford to cover 25,000 square meters maximum. Solve for the largest possible volume of the building and show complete solutions.
Business X is planning to put up a bakeshop in the shape of a kitkat. The dimensions of the building’s length and width should adhere to a kitkat bar’s ratios, (5.5:2.25). There's no height limit for this. To paint the building's outsides, they would need to commission a carpenter to formulate the kitkat color. This means that they could only afford to cover 25,000 square meters maximum. Solve for the largest possible volume of the building and show complete solutions.
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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Business X is planning to put up a bakeshop in the shape of a kitkat. The dimensions of the building’s length and width should adhere to a kitkat bar’s ratios, (5.5:2.25). There's no height limit for this. To paint the building's outsides, they would need to commission a carpenter to formulate the kitkat color. This means that they could only afford to cover 25,000 square meters maximum. Solve for the largest possible volume of the building and show complete solutions.
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