Stoichiometry Practice Problem

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Stoichiometry Practice Problem Michelle Lamary

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Stoichiometry Practice Problem. Michelle Lamary. Question. How many grams of water are produced when 5.14 grams of Hydrogen Nitrite is reacted with Barium Hydroxide?. Write a Complete and Balanced Equation. 2H(NO 2 ) + Ba(OH) 2  2H 2 O + Ba(NO 2 ) 2. Draw a Column for Each Chemical. - PowerPoint PPT Presentation

Transcript of Stoichiometry Practice Problem

Stoichiometry Practice Problem

Michelle Lamary

Question

How many grams of water are produced when 5.14 grams of Hydrogen Nitrite is reacted with Barium Hydroxide?

Write a Complete and Balanced Equation

2H(NO2) + Ba(OH)2 2H2O + Ba(NO2)2

Draw a Column for Each Chemical

2H(NO2) + Ba(OH)2 2H2O + Ba(NO2)2

Write the Amount Given in the Appropriate Column

2H(NO2) + Ba(OH)2 2H2O + Ba(NO2)2

5.14 g

Convert the Given Amount Into Moles

2H(NO2) + Ba(OH)2 2H2O + Ba(NO2)2

5.14 g1.0079 g

+14.007 g

+2(15.999) g

47.013 g

5.14 g x 1 mole

1 47.013 g

.109 moles

Find Moles for Each of the Other Chemicals

2H(NO2) + Ba(OH)2 2H2O + Ba(NO2)2

5.14 g Moles? Moles? Moles?

1.0079 g

+14.007 g

+2(15.999) g

47.013 g

5.14 g x 1 mole

1 47.013 g

.109 moles

In Each of the Columns Write the Moles of Given (x) a Fraction

2H(NO2) + Ba(OH)2 2H2O + Ba(NO2)2

5.14 g .109 moles x ?/? = .109 moles x ?/? = .109 moles x ?/? =

1.0079 g

+14.007 g

+2(15.999) g

47.013 g

5.14 g x 1 mole

1 47.013 g

.109 moles

The Numerator of the Fraction is the Coefficient of the That Column

2H(NO2) + Ba(OH)2 2H2O + Ba(NO2)2

5.14 g .109 moles x 1/? = .109 moles x 2/? = .109 moles x 1/? =

1.0079 g

+14.007 g

+2(15.999) g

47.013 g

5.14 g x 1 mole

1 47.013 g

.109 moles

The Denominator of the Fraction is the Coefficient of the Given Column

2H(NO2) + Ba(OH)2 2H2O + Ba(NO2)2

5.14 g .109 moles x ½ = .109 moles x 2/2 = .109 moles x ½ =

1.0079 g

+14.007 g

+2(15.999) g

47.013 g

5.14 g x 1 mole

1 47.013 g

.109 moles

Do Math and Label as Moles

2H(NO2) + Ba(OH)2 2H2O + Ba(NO2)2

5.14 g .109 moles x ½ = .109 moles x 1 = .109 moles x ½ =

1.0079 g

+14.007 g

+2(15.999) g

47.013 g

.0545 moles .109 moles .0545 moles

5.14 g x 1 mole

1 47.013 g

.109 moles

Convert All Moles Into Grams

2H(NO2) + Ba(OH)2 2H2O + Ba(NO2)2

5.14 g .109 moles x ½ = .109 moles x 1 = .109 moles x ½ =

1.0079 g

+14.007 g

+2(15.999) g

47.013 g

.0545 moles .109 moles .0545 moles137.33 g

+ 2(15.999) g

+ 2(1.0079) g

171.34 g

2(1.0079) g

+ 15.999 g

18.015 g

137.3 g

+ 2(14.007) g

+ 4(15.999) g

229.34 g5.14 g x 1 mole

1 47.013 g .0545 moles x 171.34 g

1 1 mole

.109 moles x 18.015 g

1 1 mole

.0545 moles x 229.34 g

1 1 mole

.109 moles 9.34 g 1.96 g 12.5 g

Verify the Law of Conservation and Mass

2H(NO2) + Ba(OH)2 2H2O + Ba(NO2)2

5.14 g .109 moles x ½ = .109 moles x 1 = .109 moles x ½ =

1.0079 g

+14.007 g

+2(15.999) g

47.013 g

.0545 moles .109 moles .0545 moles137.33 g

+ 2(15.999) g

+ 2(1.0079) g

171.34 g

2(1.0079) g

+ 15.999 g

18.015 g

137.3 g

+ 2(14.007) g

+ 4(15.999) g

229.34 g5.14 g x 1 mole

1 47.013 g .0545 moles x 171.34 g

1 1 mole

.109 moles x 18.015 g

1 1 mole

.0545 moles x 229.34 g

1 1 mole

.109 moles 9.34 g 1.96 g 12.5 g

14.48 g 14.46 g

Answer

1.96 grams of water (H2O) are produced when 5.14 grams of Hydrogen Nitrite [H(NO2)] is reacted with Barium Hydroxide [Ba(OH)2].