1. A contractor is to construct a tank to contain water for his construction project, given that the needed dimension of the tank are height of 2.40 meters and diameter of 2.80 meters, how many sheets of GI sheet are to be purchased for the cylindrical surface of the tank since the contractor already made the top and bottom of the tank. A GI sheet has a dimension of width 1.20 meters and height 2.40 meters. 2. How many drums of water can be contained in the tank if a drum is equal to 200 liters? 3. Since the contractor loves the color green, how many cans of green paint is needed to paint the water tank on all sides including top and bottom if each can of paint covers 0.70 square meters.
1. A contractor is to construct a tank to contain water for his construction project, given that the needed dimension of the tank are height of 2.40 meters and diameter of 2.80 meters, how many sheets of GI sheet are to be purchased for the cylindrical surface of the tank since the contractor already made the top and bottom of the tank. A GI sheet has a dimension of width 1.20 meters and height 2.40 meters. 2. How many drums of water can be contained in the tank if a drum is equal to 200 liters? 3. Since the contractor loves the color green, how many cans of green paint is needed to paint the water tank on all sides including top and bottom if each can of paint covers 0.70 square meters.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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1. A contractor is to construct a tank to contain water for his construction project, given that the needed dimension of the tank are height of 2.40 meters and diameter of 2.80 meters, how many sheets of GI sheet are to be purchased for the cylindrical surface of the tank since the contractor already made the top and bottom of the tank. A GI sheet has a dimension of width 1.20 meters and height 2.40 meters.
2. How many drums of water can be contained in the tank if a drum is equal to 200 liters?
3. Since the contractor loves the color green, how many cans of green paint is needed to paint the water tank on all sides including top and bottom if each can of paint covers 0.70 square meters.
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