Dalmcdan01
20.12.2021 •
Mathematics
A tank with a rectangular base and rectangular sides is open at the top. It is to be constructed so that its width is 4 meters and its volume is 36 cubic meters. If building the tank costs $12 per square meter for the base and $6 per square meter for the sides, what is the cost of the least expensive tank, and what are its dimensions?
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Ответ:
9.8% = .098
(.098)(96,812)
= 9,487.576
2nd step: Add 96,812 and the result of the last step.
96,812 + 9,487.576
= 106,299.576
This rounded to the nearest dollar then equals 106,300 dollars