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the equation is

Xg multiplied by the moles/grams of X = moles of X

(the grams cancel leaving you with moles)

607g Ar x 1 mole/ 39.95g = 15.19 moles

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Find the number of moles of argon in 607 g of argon

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Q: What is the number of moles of argon in 607 g of argon?
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How many moles of argon in 607 g of argon?

Have: 607gAr Need: Moles of Argon From the periodic table we know that there are 39.948gAr per every 1 mole of Argon. 607g/39.948 = your answer.


Number of argon moles in 119.98 g of argon?

The mass number of Argon is 39.948 so it is 119.98/39.948=3.0034 moles of Argon in 119.98 g of Argon or approximately 3 moles of Argon is in 119.98 g this gas.


Find the number of moles in 607 g krypton?

7.24 moles.


What is the number of moles in 607 g krypton?

607 x 1 mol / 83.8 = 7.24 mol


How many moles of argon are in 37.9 g of argon?

moles = mass in grams / atomic weight So moles in 37.9 g or argon = 37.9 / 39.948 = 0.948 moles


How many moles of argon are in 24.7 g of argon?

Moles = weight in g / atomic weight. So moles in 24.7 g of Ar = 24.7 / 39.948 = 0.62 moles


What is the mass of 7moles of argon?

1 mole of argon weighs 39.948 g. So 7 moles will weigh 279.636 g


How many moles of argon are in 14.5 g of argon?

Argon has an atomic mass of 39.948. Therefore, it has 39.948 grams per mol. Ar(mol) = 14.5 g / 39.948 g/mol Ar(mol) = 0.363 mol


How many moles are contained in 15.01 grams of argon?

Moles = mass in grams / atomic weight So moles in 15.01 g of Ar = 15.01 / 39.948 = 0.38 moles


What is the mass in grams of 3.2 moles of argon?

From the Periodic Table, Argon has an atomic weight of 39.948. One mole of any element is equal to its atomic weight in grams. So 1 mole of Ar = 39.948g of Ar. Using that equality, you do the following calculation to find the number of moles of Ar in 22g of Ar: 22g Ar X 1mol Ar/39.948g Ar = 0.55mol Ar


How is a number of moles of an element determined from a known mass?

The number of moles is mass in g/molar mass in g.


If you have g of beryllium how many moles is this equivalent to?

The formula is: number of moles = g Be/9,012.