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The package needs to be filled with packing peanuts to fill the shipping box if the volume of the bat is 82 cubic inches. What is the remaining volume that will be filled with packing peanuts?

a) 0 cubic inches

b) 41 cubic inches

c) 82 cubic inches

d) It cannot be determined without additional information.

1 Answer

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Final answer:

The remaining volume to be filled with packing peanuts cannot be determined without the total volume of the shipping box. Subtracting the volume of the bat from the total volume of the box would provide the remaining volume for packing peanuts.

Step-by-step explanation:

The question asks how much remaining volume in a shipping box will be filled with packing peanuts, given that the volume of the bat is 82 cubic inches. However, there isn't enough information provided to determine the size of the shipping box. To find the remaining volume that needs to be filled with packing peanuts, you would need to know the total volume of the empty shipping box. Once you have the total volume of the shipping box, you subtract the volume of the bat from it to find the volume available for packing peanuts.

For example, if the total volume of the box was 164 cubic inches, you would subtract the volume of the bat (82 cubic inches) from the total volume to find the remaining volume for packing peanuts:

Total volume of the shipping box - Volume of the bat = Remaining volume for packing peanuts

164 cubic inches - 82 cubic inches = 82 cubic inches

Without the total volume of the box, the correct answer is:

d) It cannot be determined without additional information.

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