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Truck LoadingYou oversee truck loading for a warehouse shift. There are 3 trucks ready to load:Truck #Truck CapacityAverage Box SizeTruck 115,000 cubic ft0.3 cubic ftTruck 225,000 cubic ft0.3 cubic ftTruck 335,000 cubic ft0.6 cubic ft5,2088,00015,62546,87553,333If the average box size for Trucks 1 and 2 increases from 0.3 cubic feet to 0.5 cubic feet, and the average box size for Truck 3 remains 0.6 cubic feet, how many fewer boxes will fit on the 3 trucks?

Question

Truck LoadingYou oversee truck loading for a warehouse shift. There are 3 trucks ready to load:Truck #Truck CapacityAverage Box SizeTruck 115,000 cubic ft0.3 cubic ftTruck 225,000 cubic ft0.3 cubic ftTruck 335,000 cubic ft0.6 cubic ft5,2088,00015,62546,87553,333If the average box size for Trucks 1 and 2 increases from 0.3 cubic feet to 0.5 cubic feet, and the average box size for Truck 3 remains 0.6 cubic feet, how many fewer boxes will fit on the 3 trucks?

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Solution

To solve this problem, we first need to calculate how many boxes each truck can carry before and after the change in box size.

Before the change:

  • Truck 1 can carry 15,000 cubic ft / 0.3 cubic ft/box = 50,000 boxes
  • Truck 2 can

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