calculate thr no. of moles in (a) 52 g of He (b) 12.044 x 10^23.
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Calculate nº of moles in:
a) 52 g of He
Molar Mass of He = 4 g/mol, therefore:
4 g → 1 mol
52 g → y
Solving: Rule of three (directly proportional)

multiply cross



Calculate nº of moles in:
b) 12.044*10²³
If:
Constant of avogrado
1 mol → 6.02*10²³ molecules
Therefore:
y mol → 12.044*10²³ molecules
Solving: Rule of three (directly proportional)

multiply cross



a) 52 g of He
Molar Mass of He = 4 g/mol, therefore:
4 g → 1 mol
52 g → y
Solving: Rule of three (directly proportional)
multiply cross
Calculate nº of moles in:
b) 12.044*10²³
If:
Constant of avogrado
1 mol → 6.02*10²³ molecules
Therefore:
y mol → 12.044*10²³ molecules
Solving: Rule of three (directly proportional)
multiply cross
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