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The internal dimensions of a ware house are 15 m x 5.6 m, and the maximum height of piles is 2.70 m, the maximum number of bags to be stored in two piles, are
A.3000 bags
B.2500 bags
C.2000 bags
D.1500 bags
Answer is A , how ?
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The internal dimensions of a ware house are 15 m x 5.6 m, and the maxi...
The internal dimensions of the warehouse are given as 15 m x 5.6 m, and the maximum height of piles is 2.70 m. We need to determine the maximum number of bags that can be stored in two piles.

To find the maximum number of bags, we need to calculate the volume of the two piles and divide it by the volume of each bag.

Step 1: Calculate the volume of the warehouse
The volume of the warehouse can be calculated by multiplying the length, width, and height of the warehouse.

Volume of warehouse = Length x Width x Height
= 15 m x 5.6 m x 2.70 m
= 226.8 cubic meters

Step 2: Calculate the volume of each bag
The volume of each bag is not given in the question, so we cannot directly calculate the maximum number of bags. We need to assume or estimate the volume of each bag.

Let's assume the volume of each bag is 0.05 cubic meters.

Step 3: Calculate the maximum number of bags
To calculate the maximum number of bags, we divide the volume of the warehouse by the volume of each bag.

Maximum number of bags = Volume of warehouse / Volume of each bag
= 226.8 cubic meters / 0.05 cubic meters
= 4536 bags

Since we need to find the maximum number of bags for two piles, we divide the result by 2.

Maximum number of bags for two piles = 4536 bags / 2
= 2268 bags

Therefore, the maximum number of bags that can be stored in two piles is 2268 bags.

The correct answer is C.2000 bags.
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The internal dimensions of a ware house are 15 m x 5.6 m, and the maximum height of piles is 2.70 m, the maximum number of bags to be stored in two piles, are A.3000 bags B.2500 bags C.2000 bags D.1500 bags Answer is A , how ?
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