This is a stoichiometry problem. The balanced reaction is:
Step 1: Convert grams of oxygen ( ) to moles.
First, determine the molar mass of . The molar mass of a substance is determined by multiplying the atomic mass of each element in the substance by its subscript and then adding the resulting answers together.
Molar mass of = 2(15.9994) = 31.9988 g/mol
Second, convert the given grams of oxygen to moles by dividing by the molar mass.
(8 g)(1 mol/ 31.9988 g) = 0.250 mol
Step 2: Multiply the answer from Step 1 by a ratio of the coefficients of and
.
First, identify the coefficient of each substance as indicated in the chemical equation.
The coefficient of is 5.
The coefficient of is 6.
Second, write the coefficients as a ratio. The ratio can be written two ways:
5 moles /6 moles
OR 6 moles
/5 moles
Choose the ratio with the moles of the given substance ( ) on the bottom.
Third, multiply the answer from Step 1 with the coefficient ratio that you just chose.
(0.250)(6 mole/5 mole) = 0.30 mole
Step 3: Convert moles of to molecules.
Multiply the answer to Step 2 with the conversion factor, 1 mole = 6.02 x molecules. Orient the conversion factor such that unit "mole" is in the denominator. This causes the unit "mole" to cancel out, leaving your answer in "molecules."
(0.30 mole)(6.02 x molecules/1 mole) = 1.80 x
molecules
Rounded to proper significant figures, this answer would be:
2 x molecules
No comments:
Post a Comment