If 5.00 grams of each ammonia, oxygen and methane (ch4) gas react, how much hydrogen cyanide can be produced
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If 5.00 grams of each ammonia, oxygen and methane (ch4) gas react, how much hydrogen cyanide can be produced

[From: ] [author: ] [Date: 12-04-16] [Hit: ]
5/(16.0* 2 ) [remember oxygen is diatomic] = .5/(3* 1.0079 + 14.007) = .5/(12.......
if 2.10 grams of HCN is produced what is the percent yield? water is the other product

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First write out the reaction:

NH3(g) + O2(g) + CH4 (g) ----> HCN + H2O

Balance the equation accordingly..

4 NH3(g) + 6 O2(g) + 4 CH4 (g) ----> 4 HCN + 12 H2O

Given a mass of each, you have to find which one will be the limiting reactant. First convert to moles

5/(16.0* 2 ) [remember oxygen is diatomic] = .156 moles O2

5/(3* 1.0079 + 14.007) = .239 moles NH3

5/(12.011 + 4 * 1.0079) = .312 moles CH4

Looking at the chemical equation, it can be concluded that O2 will be your limiting reactant, since you need 6 moles per reaction vs. 4 for the other two compounds.

Using a proportion:

6 mole O2/4 mol HCN =.156 mol O2/x mol HCN

Cross multipyling and solving for x gives

6x = .156 * 4
x = .104 mols HCN should be formed according to the math

Converting to grams gives:
.104 mols HCN * (1.0079+12.011+14.007) = 2.81 grams should be formed

However, only 2.10 grams were.. so:

2.10g/2.81g x 100 = 74.7 % yield.


The biggest trick to the problem is getting the chemical equation right. The rest is stoichiometry.
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