Convert the width of the storage crate from feet to inches: 9 feet = 108 inches .
Divide the width of the storage crate (in inches) by the width of each box (in inches): 14 108 = 7.714... .
Round down to the nearest whole number: 7.714... ≈ 7 .
Conclude that 7 boxes will fit along the width of the shipping crate: 7 .
Explanation
Convert feet to inches First, we need to convert the width of the storage crate from feet to inches. Since there are 12 inches in a foot, we multiply the width of the crate (9 feet) by 12 to get the width in inches: 9 feet × 12 foot inches = 108 inches So, the width of the storage crate is 108 inches.
Divide crate width by box width Next, we divide the width of the storage crate (in inches) by the width of each box (in inches) to find out how many boxes can fit along the width: 14 inches 108 inches = 7.714... This result tells us that we can fit 7 full boxes and a fraction of another box. Since we can't fit a fraction of a box, we only consider the whole number.
Round down to the nearest whole number Finally, we round down to the nearest whole number to find the number of boxes that can fit. In this case, we round down 7.714... to 7. Therefore, 7 boxes will fit along the width of the shipping crate.
State the final answer Therefore, the number of boxes that will fit along the width of the shipping crate is 7.
Examples
Understanding how many items fit into a container is crucial in logistics and supply chain management. For example, a store manager needs to determine how many boxes of cereal can fit on a shelf to optimize space and ensure efficient stocking. This calculation helps in planning inventory and reducing storage costs.
Seven boxes will fit along the width of the shipping crate. This conclusion is reached by converting the width from feet to inches and then dividing by the width of each box. The final answer is 7 boxes after rounding down the calculated result.
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