Hello, Rylee,
There are two ways to answer this question. I do the simplest first.
- Calculate the percent O in KClO3. Take the total atomic mass of the 3 oxygens (16 amu each) and divide by the atomic mass of the entire molecule (122.5 amu) to arrive at 39.2% O in the original molecule (3 sig figs). Simply multiply that times the mass of KClO3 decomposed to find the grams of O released, which I find to be 48.96g, rounded to 49.0g with 3 sig figs. Note that the question asks for oxygen gas, so the correct form would be O2, but the mass remains the same.
- Calculate the mass of O2 by using moles. This requires the molar mass of KClO3 which is 122.55 g/mol. It also requires a balanced equation: 2KClO3 = 2KCl + 3O2
- We start with 125g of KClO3, so that means we have 125g/(122.55g/mole) = 1.53 moles of KClO3 .
- The balanced equation says we will get 3 moles of O2 for every 2 moles of KClO3 .To find the moles of O2 produced from 1.53 moles of KClO3 , multiply 1.53 moles KClO3 by (3 moles O2 /2 moles KClO3). 1.53*1.5 = 1.53 moles O2.
- Covert moles O2 to grams by multiplying by it's molar mass (32 g/mole) to yield 1.53 moles O2 * (32 g O2/mole O2). This results in 48.9 grams O2 , which is the same answer we got from the first approach, as would be expected.
I hope this helps,
Bob
Robert S.
tutor
You are welcome. It was fun. - Bob
Report
01/06/21
Rylee V.
thank you so much!!! this helped me a lot.01/06/21