This could be a relatively easy volume question or not. First you have to figure the volume of the box. This is Height x Length x Width. Then you find the volume of the object you want to put in the box. If they are rectangular the formula is the same. If they are spherical the equation is 4/3 Pi R^3. If they are oddly shaped the equation is more difficult or you must measure the volume by another means such as water displacement. Once you have the volume of the box and the volume of what you want to put in the box you just divide the later into the former and you have how many should fit in the box. Now an assumption of this solution assumes all the "free" space is occupied by the object you put in the box. If your solution needs an exact number in real life you have to figure out the amount of "free" space that is lost with each object placed in the box and add that into the calculation.
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∙ 13y agoThat depends on the box.
depending on the way the box has been packaged, you can fit around about 100 in without the bag, and roughly 70 with the bag
Approximately 7,400 $1 bills fit in a shoebox.
144.
There is not enough information. For example, if the box measures 4 cm * 0.5 cm * 0.5 cm then no cube will fit in it.
there is not enough information to calculate. the box may only fit one if the pencil happens to be 25cm wide and 15 cm high
justas many apples that fit in a box.
Depends on the size of the box.
It depends how big the box is. And how small the cows are.
That depends on the box.
27
the record is 500
One 4'3' box will fit in a 48'3 box due to spatial restrictions in one dimension (3-foot).
depending on the way the box has been packaged, you can fit around about 100 in without the bag, and roughly 70 with the bag
Approximately 7,400 $1 bills fit in a shoebox.
The number of boxes that can fit in a container depends on the size of the boxes and the dimensions of the container. To calculate, divide the volume of the container by the volume of a single box, accounting for any packing inefficiencies or empty spaces. You can maximize the number of boxes by carefully arranging them efficiently within the container.
None, since the box has no depth!