1
Each box has a volume of 0.50 cubic meters (50 cm = 0.50 m). Since the box dimensions allow for whole numbers of meters, the container can be filled completely, and we can just divide the volume of the container by the volume of 1 box.Container volume = 8 m x 6 m x 6 m = 288 cubic meters. Divide by 0.5 cubic meters: 576 boxes.
how many of these box can be packed into a create measuring 50 cm by 35 cm by 40
If they are floor loaded which means no pallets only boxes stacked up you can fit about 1056 cartons
45
59 Boxes
To determine how many boxes can be packed into a crate measuring 50cm by 35cm by 40cm, you need to consider the dimensions of the boxes.
Each box has a volume of 0.50 cubic meters (50 cm = 0.50 m). Since the box dimensions allow for whole numbers of meters, the container can be filled completely, and we can just divide the volume of the container by the volume of 1 box.Container volume = 8 m x 6 m x 6 m = 288 cubic meters. Divide by 0.5 cubic meters: 576 boxes.
80 eight boxes wide by ten boxes long
60 boxes (5 layers of 3 x 4)
84 lots of 41 cm boxes = 84*41 = 3444 cm = 34.44 metres
It depends on the number of tiles in a box!
Well, if the things you're measuring are the size of books or pencils, centimeters will give you more accurate readings. A centimeter is just a 1/100th of a meter. With the meter as a base unit, we use different prefixes to talk about measuring things of different sizes. For example: "milli-" for bullets and drill bits; "centi-" for boxes and walking sticks; "kilo-"for distances between towns.
student A
No, an alpha particle emitter would not be suitable for measuring cardboard in a factory manufacturing cardboard boxes as alpha particles cannot penetrate dense materials like cardboard. Instead, a method using X-rays or gamma rays would be more appropriate for measuring the density and thickness of cardboard boxes.
You could secure four boxes.
how many of these box can be packed into a create measuring 50 cm by 35 cm by 40
Boxes boxes boxes boxes boxes boxes boxes are orbitals orbitals are boxes... the answer is electrons.