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Bill is making lemonade. He has a container with a volume of 3.24 gallons to store the lemonade.

Use the table of conversion facts to find out how many cubic inches of lemonade he should make to completely fill the container. Round your answer to two decimal places.

**Conversion Facts for Volume and Capacity:**

- 1 gallon (gal) = 231 cubic inches (in³)

**Note:** "≈" means "is approximately equal to". For this problem, treat it as if it were "=".

Answer :

To find the volume in terms of cubic inches for a container with a volume of 3.24 gallons, we multiply the volume in gallons by the conversion factor for cubic inches (231 cubic inches = 1 gallon). Doing the calculation, it is estimated that Bill would need to make approximately 749.04 cubic inches of lemonade.

The subject of this question is volume conversion, specifically from gallons to cubic inches. Firstly, it is important to note that according to the conversion table provided, 1 gallon (gal) is approximately equal to 231 cubic inches (in³). To calculate the number of cubic inches that a container with a volume of 3.24 gallons will hold, we need to multiply the volume in gallons by the conversion factor for cubic inches.

Therefore, the calculations would be as follows:

Volume in cubic inches = Volume in gallons * Conversion factor

= 3.24 gal * 231 in³/gal

= 749.04 in³

So, when rounded to two decimal places, Bill needs to make approximately 749.04 cubic inches of lemonade to completely fill his 3.24-gallon container.

To know more about Volume Conversion Visit:

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