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Q: What is the mass in grams of 4.2 moles of FeO2?
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How many moles are in 42 grams of CO2?

just short of a mole. moles is mass/molar mass. mass is 42, molar mass is 44. 42/44


How many moles of nitrogen in 42 grams of nitrogen?

As a rule of thumb, the atomic mass of an element equals the number of grams of that element equals a mole. Since the atomic mass of Nitrogen is 14, there are 14 grams in one mole of Nitrogen. Next, we just have to divide 42 by 14 and we get our answer: There are 2.9988 moles in 42 grams of Nitrogen.


How many grams is 0.5 moles of sodium bicarbonate?

The molar mass of sodium hydrogen carbonate is 84 grams per mole, therefore 0.5 moles of it weighs 42 grams.


How many moles in 25 grams of NaCl?

there is .42 moles


How many moles of Na are in 42 grams of Na?

1.8 moles


What is 42 grams of diatomic oxygen in moles?

moles = mass/molar mass The molar mass of an oxygen atom = 16 g mol-1, as there are two oxygen atoms in diatomic oxygen this has to be doubled. 42g / 32g mol-1 = 1.3125 moles


How do youcalculate density 28 ml that has a mass of 42 grams?

Density = (mass) / (volume) = 42/28 =1.5 gm/cm3


What is the number of moles in 42 g of NaCl?

Molecular mass of NaCl = 23.0 + 35.5 = 58.5 Amount of NaCl = 42/58.5 = 0.718mol


What is the mass of water displaced when a 42 cm 3 piece of silver is submerged in water?

nominally 42 grams


How do you Convert 42 grams AlOH3 to moles AlOH3?

That is aluminum hydroxide and as a polyatomic ion hydroxide needs to be in parenthesis. Thus; Al(OH)3 This shows aluminum's 3+ oxidation state and the three matching hydroxides 1- state. 42 grams Al(OH)3 ( 1 mole Al(OH)3/78.004 grams) = 0.538 moles Al(OH)3 As significant figures require; 0.54 moles Al(OH)3


What is 42 mL in grams?

This is not a valid conversion; milligrams (mg) and grams (g) are measures of weight or mass and mL (milliliters) is a measure of volume.


What is the density of a cube that has a mass of 42 grams and a volume of 7cm3 show your work?

Density = (mass) divided by (volume) = (42) divided by (7) = 6 grams per cm3 . Next time, it'll be a lot easier if you just have your teacher contact us directly.