Chemistry
Chemistry
10th Edition
ISBN: 9781305957404
Author: Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Publisher: Cengage Learning
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IN +3H, ANH, 7 MILE In both scenarios depicted graphically, above, the more abundant reactant is the limiting reactant. Cite evidence and reasoning to explain how this is possible. Clas |-| ỊCH, K2010-20 333333 DS AAAA CL IS 0 225 The more abundant reactant is the limiting reactant because it doesn't have enough to fulfill the "recipe." In the first scenario, there needs to be 1N2 and 3H2 to make 2NH3. So even though there are 7 H2, only 6 of those 7 can be made into 2 2NH3, even though the 1 N2 is already enough to make an NH3 product. This makes H2 the limiting factor even though it's the most abundant. In the second scenario, there has to be 1 CH4 and 202 to make the products. With that "recipe," 4 CH4 would need 8 02, but since there are only 6 02, the amount of product that can be made is limited even though 02 is technically the most abundant reactant.
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Transcribed Image Text:IN +3H, ANH, 7 MILE In both scenarios depicted graphically, above, the more abundant reactant is the limiting reactant. Cite evidence and reasoning to explain how this is possible. Clas |-| ỊCH, K2010-20 333333 DS AAAA CL IS 0 225 The more abundant reactant is the limiting reactant because it doesn't have enough to fulfill the "recipe." In the first scenario, there needs to be 1N2 and 3H2 to make 2NH3. So even though there are 7 H2, only 6 of those 7 can be made into 2 2NH3, even though the 1 N2 is already enough to make an NH3 product. This makes H2 the limiting factor even though it's the most abundant. In the second scenario, there has to be 1 CH4 and 202 to make the products. With that "recipe," 4 CH4 would need 8 02, but since there are only 6 02, the amount of product that can be made is limited even though 02 is technically the most abundant reactant.
Scenario #1 How many grams of silver chloride (AgCl) are produced from the reaction between 100.0 g of silver nitrate (AgNO,) and 100.0 g barium chloride (BaCl₂) ?? 2AgNO3(s) + BaCl₂ (s) moles liters 100.0 g 100 g BaCl2 x 100.0 g Determine the number of moles of product that can be created from 100 g of AgNO₂: 100.0 g-AgNO3 x 1 mole AgNO3 169.87 moles AgNO3 What is the limiting reactant? AgNO3 Ba(NO3)2 (5) + 2AgCl (s) 0.5887 moles 1 moles BaCl2 Determine the number of moles of product that can be created from 100 g of BaCl,: 2 moles AgC! X 1mol Bach 208.23 g BaCl2 X 2 moles AgCl 2 moles AgNO3 0.5887 moles AgCl X 143.2 g AgCl 1 mole AgCl MOLAR MASSES IF NEEDED: 169.87 g/mol 143,32 g/mol 213.341 g/mol 208.23 g/mol 0.58868 moles - 200/333.74= 0.5887 moles AgCl What is the maximum amount of AgCl that can be formed? AgNO. AgCl Ba(NO₂)₂ 200.0/208.23 = 84.37 g AgCl 0.960476 moles AgCl 0.9606 molos AgCl 0.5887 moles AgCl
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Transcribed Image Text:Scenario #1 How many grams of silver chloride (AgCl) are produced from the reaction between 100.0 g of silver nitrate (AgNO,) and 100.0 g barium chloride (BaCl₂) ?? 2AgNO3(s) + BaCl₂ (s) moles liters 100.0 g 100 g BaCl2 x 100.0 g Determine the number of moles of product that can be created from 100 g of AgNO₂: 100.0 g-AgNO3 x 1 mole AgNO3 169.87 moles AgNO3 What is the limiting reactant? AgNO3 Ba(NO3)2 (5) + 2AgCl (s) 0.5887 moles 1 moles BaCl2 Determine the number of moles of product that can be created from 100 g of BaCl,: 2 moles AgC! X 1mol Bach 208.23 g BaCl2 X 2 moles AgCl 2 moles AgNO3 0.5887 moles AgCl X 143.2 g AgCl 1 mole AgCl MOLAR MASSES IF NEEDED: 169.87 g/mol 143,32 g/mol 213.341 g/mol 208.23 g/mol 0.58868 moles - 200/333.74= 0.5887 moles AgCl What is the maximum amount of AgCl that can be formed? AgNO. AgCl Ba(NO₂)₂ 200.0/208.23 = 84.37 g AgCl 0.960476 moles AgCl 0.9606 molos AgCl 0.5887 moles AgCl
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