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Answer :
Total volume of boxes = (15/12) x (9/12) x (8/12) cubic feet x 280. we can solve this equation to find the total volume of warehouse space needed.
To find the amount of warehouse space needed for 280 boxes, we need to calculate the volume of each box and then multiply it by the total number of boxes.
The dimensions of each box are given as 15 inches by 9 inches by 8 inches. To calculate the volume, we multiply these three dimensions together:
Volume of each box = 15 inches x 9 inches x 8 inches
We can convert inches to feet by dividing each dimension by 12 (since there are 12 inches in a foot):
Volume of each box = (15 inches / 12 feet) x (9 inches / 12 feet) x (8 inches / 12 feet)
Simplifying this expression, we get:
Volume of each box = (15/12) x (9/12) x (8/12) cubic feet
Now we can calculate the volume of one box in cubic feet.
To find the total volume of all the boxes, we multiply the volume of one box by the total number of boxes:
Total volume of boxes = Volume of each box x Total number of boxes
Substituting the given values, we have:
Total volume of boxes = (15/12) x (9/12) x (8/12) cubic feet x 280
Now we can solve this equation to find the total volume of warehouse space needed.
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