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To reach an underground methane gas well, workers dig a rectangular trench 6 feet wide, 8 feet long, and 9 feet deep. How many cubic feet of dirt did they remove from the trench?

User Plsgogame
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Final answer:

To calculate the dirt removed for the gas well, multiply the trench dimensions (6 ft by 8 ft by 9 ft) to get a volume of 432 cubic feet.

Step-by-step explanation:

The amount of dirt removed from a trench to reach an underground methane gas well can be calculated by finding the volume of the trench. Given the dimensions of the trench are 6 feet wide, 8 feet long, and 9 feet deep, we use the formula for the volume of a rectangular prism, which is length × width × height.

So the volume of dirt removed is 6 ft × 8 ft × 9 ft = 432 cubic feet. This represents the amount of dirt that workers would need to remove to dig the trench to the specified dimensions.

User Getzy
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