How long will it take to fill a gas can at the rate of 320 cubic inches per minute if it has a volume of 3840 cubic inches?

Prepare for the Pending Internet Computerized Adaptive Test with flashcards and multiple choice questions that include hints and explanations. Ace your test with confidence!

To determine how long it will take to fill the gas can, you need to divide the total volume of the can by the rate at which it is being filled. The volume of the gas can is 3840 cubic inches, and it is being filled at a rate of 320 cubic inches per minute.

The calculation can be set up as follows:

Time = Volume / Rate

Substituting in the values:

Time = 3840 cubic inches / 320 cubic inches per minute

When you perform the division, you find:

Time = 12 minutes

Since the question is based on the provided options, it appears that the indicated answer is not correct based on the calculation. The time it takes to fill the can is 12 minutes, which is not listed among the options. None of the other choices align with the required time, but the logic used to reach the correct calculation highlights the importance of accurately performing the division to find the time needed based on both the volume and the rate of filling.

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