Discover the Length of a Box Containing 1 Mole of Sugar Cubes

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To determine the length of a box containing 1 mole of sugar cubes, one must first understand that a mole equals 6.02 x 10^23 units of an object, known as Avogadro's Number. Each sugar cube has a volume of 1 cm³, so 1 mole of sugar cubes occupies a total volume of 6.02 x 10^23 cm³. The length of the cubical box can be found by calculating the cube root of this total volume. This calculation results in a box length that corresponds to the cube root of Avogadro's Number. Understanding the mole concept is crucial for solving such problems in chemistry.
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Homework Statement



A typical sugar cube has an edge length of 1 cm. If you had a cubical box that contained 1 mole of sugar cubes what would its length be?

I'm pretty sure I could solve this one if I had a better idea as to what a mole actually is...Thanks for the help
 
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A mole of some object is simply 6.02*1023 of that object. This number is known as Avogadro's Number. For example, 1 mole of hydrogen molecules consists of 6.02*1023 H2 particles, and 2 moles of golf balls consists of 12.04*1023 balls.

If you have 1 mole of sugar cubes, you could easily work out the total volume occupied by those cubes (given that each individual cube has a volume of 1 cm3). You could then work out what size cube would give this total volume.
 
That's a weird unit, but the question is basically asking for the cube root of one mole right?
 
armolinasf said:
That's a weird unit, but the question is basically asking for the cube root of one mole right?

It is a very useful unit in chemistry. Essentially, yea the answer will be the cube root of avogadros number.
 
Mole is just an overgrown dozen.
 
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