Asked by Vic
                A compound contains 38.7% K, 13.9% N, and 47.4% O by mass. What is the empirical formula of the compound?
            
            
        Answers
                    Answered by
            Devron
            
    38.7% K =38.7g of K, 13.9% N= 13.9g of N, and 47.4% O =47.4g of O
38.7g of K*(1 mole of K/39.1g of K)=0.990 moles of K
13.9g of N*(1 mole of N/14.0g of N)=0.993 moles of N
47.4g of O*(1 mole of O/16.0g of O)=2.96 moles of O
Take the lowest number of moles and divide into each number of moles.
K=0.990/0.990=1
N=0.993/0.990=1
O=2.96/0.990=3
Empirical formula is KNO3
    
38.7g of K*(1 mole of K/39.1g of K)=0.990 moles of K
13.9g of N*(1 mole of N/14.0g of N)=0.993 moles of N
47.4g of O*(1 mole of O/16.0g of O)=2.96 moles of O
Take the lowest number of moles and divide into each number of moles.
K=0.990/0.990=1
N=0.993/0.990=1
O=2.96/0.990=3
Empirical formula is KNO3
                    Answered by
            Devron
            
    I left a note for you concerning your 1J calculation for physics. 
    
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