Chapter 5 Chemical Reactions

Transcription

1 Chapter 5 1 Chapter 5 Chemical Reactions Solutions to In-Chapter Problems 5.1 The process is a chemical reaction because the reactants contain two gray spheres joined (indicating H 2 ) and two red spheres joined (indicating O 2 ), while the product (H 2 O) contains a red sphere joined to two gray spheres (indicating O H bonds). 5.2 The process is a physical change (freezing), because the particles in the reactants are the same as the particles in the products. 5.3 Chemical equations are written with the reactants on the left and the products on the right separated by a reaction arrow. 5.4 To determine the number of each type of atom when a formula has both a coefficient and a subscript, multiply the coefficient by the subscript. For 3 Al 2 (SO 4 ) 3 : Al = 6 (3 2), S = 9 (3 3), O = 36 (3 3 4) 5.5 Balance the equation with coefficients one element at a time to have the same number of atoms on each side of the equation. Follow the steps in Eample Write the balanced chemical equation for carbon monoide and oygen reacting to form carbon dioide. The smallest set of whole numbers must be used. 5.7 Follow the steps in Eample 5.2 to write the balanced chemical equation.

2 Chemical Reactions Balance the equations as in Eample Use the common element colors to identify the elements; in this eample, a blue sphere represents nitrogen and a green sphere represents chlorine. The molecular art shows that two NCl 3 molecules are converted to N 2 and three Cl 2 molecules. The reaction is a decomposition because one reactant is converted to two products In a combination reaction, two or more reactants join to form one product, whereas in a decomposition reaction, one reactant is converted to two or more products. a. combination: Cu combines with S to form CuS. decomposition: CuCO 3 decomposes to CuO and CO 2. c. combination: H 2 combines with Cl 2 to form HCl. d. decomposition: C 6 H 12 O 6 decomposes to C 2 H 6 O and CO In a single replacement reaction, an element replaces another element in a compound to form a new element and a new compound. In a double replacement reaction, two compounds echange atoms or ions to form two new compounds. a. single replacement: The element Mg replaces Ni in Ni(NO 3 ) 2. double replacement: K + and Sn 2+ echange to form two new compounds. c. double replacement: K + and H echange to form two new compounds. d. single replacement: The element Na replaces Al in Al 2 (SO 4 ) Use the definitions in Answers 5.10 and 5.11 to classify each reaction. a. decomposition: HgO decomposes to Hg and O 2. single replacement: The element Mg replaces Zn in ZnCl 2. c. combination: CH 2 =CH 2 combines with HBr to form a single product, CH 3 CH 2 Br. d. double replacement: K + and H echange to form two new compounds.

3 Chapter A compound that gains electrons is reduced. A compound that loses electrons is oidized a. Zn is oidized, and Hg 2+ is reduced. H 2 is oidized since it gains an O atom and C 2 H 4 O 2 is reduced since it gains hydrogen Zn is the reducing agent and Hg 2+ is the oidizing agent.

4 Chemical Reactions One mole, abbreviated as mol, always contains an Avogadro s number of particles ( ). a, b, c, d: Multiply the number of moles by Avogadro s number to determine the number of atoms. Avogadro s number is the conversion factor that relates moles to molecules, as in Eample 5.4. a mol atoms/mol = atoms 6.00 mol atoms/mol = atoms c mol atoms/mol = atoms d mol atoms/mol = atoms 5.19 Multiply the number of moles by Avogadro s number to determine the number of molecules, as in Eample 5.4. a. 2.5 mol molecules/mol = molecules 0.25 mol molecules/mol = molecules c mol molecules/mol = molecules d mol molecules/mol = molecules 5.20 Use Avogadro s number as a conversion factor to relate molecules to moles To calculate the formula weight, multiply the number of atoms of each element by the atomic weight and add the results. a. 1 Ca atom amu = amu 1 C atom amu = amu 3 O atoms amu = amu Formula weight of CaCO amu 1 K atom amu = amu 1 I atom amu = amu Formula weight of KI amu rounded to amu

5 Chapter Translate the ball-and-stick model to a chemical structure and answer the questions. a. chemical formula C 9 H 14 O Molecular weight 9 C atoms amu = amu 14 H atoms amu = amu 1 O atom amu = amu amu rounded to amu 5.23 C 20 H 24 O C atoms amu = amu 24 H atoms amu = amu 10 O atoms amu = amu Molecular weight of ginkgolide B: amu = g/mol 5.24 Convert the moles to grams using the molar mass as a conversion factor. a mol of NaCl g/mol = 29.2 g c mol of C 2 H g/mol = 101 g 2.00 mol of KI g/mol = 332 g d mol of CH 4 O g/mol = 26.3 g 5.25 Convert grams to moles using the molar mass as a conversion factor Use conversion factors to determine the number of molecules in 1.00 g; two 500.-mg tablets = 1.00 g.

6 Chemical Reactions Use mole mole conversion factors as in Eample 5.6 and the equation below to solve the problems. a. (3.3 mol N 2 ) (2 mol NO/ N 2 ) = 6.6 mol NO (0.50 mol O 2 ) (2 mol NO/ O 2 ) = 1.0 mol NO c. (1.2 mol N 2 ) ( O 2 / N 2 ) = 1.2 mol O Use mole mole conversion factors as in Eample 5.6 and the equation below to solve the problems. a. (3.0 mol C 2 H 6 ) (5 mol O 2 /2 mol C 2 H 6 ) = 7.5 mol O 2 (0.50 mol C 2 H 6 ) (6 mol H 2 O/2 mol C 2 H 6 ) = 1.5 mol H 2 O c. (3.0 mol CO) (2 mol C 2 H 6 /4 mol CO) = 1.5 mol C 2 H [1] Convert the number of moles of reactant to the number of moles of product using a mole mole conversion factor. [2] Convert the number of moles of product to the number of grams of product using the product s molar mass.

7 Chapter Use the steps outlined in Answer 5.29 to answer the questions. a. (0.50 mol C 2 H 6 O) (2 mol CO 2 / C 2 H 6 O) = 1.0 mol CO 2 (1.0 mol CO 2 ) (44.01 g CO 2 / CO 2 ) = 44 g CO 2 (2.4 mol C 2 H 6 O) (3 mol H 2 O/ C 2 H 6 O) = 7.2 mol H 2 O (7.2 mol H 2 O) (18.02 g H 2 O/ H 2 O) = 130 g H 2 O c. (0.25 mol C 2 H 6 O) (3 mol O 2 / C 2 H 6 O) = 0.75 mol O 2 (0.75 mol O 2 ) (32.00 g O 2 / O 2 ) = 24 g O Use conversion factors to solve the problems. Follow the steps in Sample Problem a. (55.5 g C 7 H 6 O 3 ) ( C 7 H 6 O 3 /138.1 g C 7 H 6 O 3 ) = mol C 7 H 6 O 3 (0.402 mol C 7 H 6 O 3 ) ( C 9 H 8 O 4 / C 7 H 6 O 3 ) = mol C 9 H 8 O 4 (0.402 mol C 9 H 8 O 4 ) (180.2 g C 9 H 8 O 4 / C 9 H 8 O 4 ) = 72.4 g C 9 H 8 O 4

8 Chemical Reactions 5 8 (55.5 g C 7 H 6 O 3 ) ( C 7 H 6 O 3 /138.1 g C 7 H 6 O 3 ) = mol C 7 H 6 O 3 (0.402 mol C 7 H 6 O 3 ) ( C 2 H 4 O 2 / C 7 H 6 O 3 ) = mol C 2 H 4 O 2 (0.402 mol C 2 H 4 O 2 ) (60.05 g C 2 H 4 O 2 / C 2 H 4 O 2 ) = 24.1 g C 2 H 4 O 2 c. (55.5 g C 7 H 6 O 3 ) ( C 7 H 6 O 3 /138.1 g C 7 H 6 O 3 ) = mol C 7 H 6 O 3 (0.402 mol C 7 H 6 O 3 ) ( H 2 O/ C 7 H 6 O 3 ) = mol H 2 O (0.402 mol H 2 O) (18.02 g H 2 O/ H 2 O) = 7.24 g H 2 O 5.32 Use conversion factors to solve the problems. Follow the steps in Sample Problem N 2 + O 2 2 NO a. (10.0 g N 2 ) ( N 2 /28.02 g N 2 ) = mol N 2 (0.357 mol N 2 ) (2 mol NO/ N 2 ) = mol NO (0.714 mol NO) (30.01 g NO/ NO) = 21.4 g NO (10.0 g O 2 ) ( O 2 /32.00 g O 2 ) = mol O 2 (0.313 mol O 2 ) (2 mol NO/ O 2 ) = mol NO (0.626 mol NO) (30.01 g NO/ NO) = 18.8 g NO c. (10.0 g N 2 ) ( N 2 /28.02 g N 2 ) = mol N 2 (0.357 mol N 2 ) ( O 2 / N 2 ) = mol O 2 (0.357 mol O 2 ) (32.00 g O 2 / O 2 ) = 11.4 g O [1] Convert the number of moles of reactant to the number of moles of product using a mole mole conversion factor. [2] Convert the number of moles of product to the number of grams of product the theoretical yield using the product s molar mass.

9 5.34 Use the steps in Sample Problem 5.20 to answer the questions. Chapter 5 9

10 Chemical Reactions Use conversion factors to solve the problem. Follow the steps in Answer To determine the overall percent yield in a synthesis that has more than one step, multiply the percent yield for each step. a. (0.90) % = 35% (0.80) % = 11% c (0.90) 9 100% = 19% d % = 1.0%

11 Chapter Use the steps in Sample Problem 5.21 to answer the questions Calculate the number of moles of product formed as in Sample Problem 5.22.

12 Chemical Reactions Convert the number of grams of each reactant to the number of moles using molar masses. Since the mole ratio of O 2 to N 2 is 1:1, the limiting reactant has fewer moles.

13 Chapter Calculate the number of moles of product formed based on the limiting reactant. Then convert moles to grams using molar mass. 5.42

14 Chemical Reactions 5 14 Solutions to End-of-Chapter Problems 5.43 The process is a chemical reaction because the spheres in the reactants are joined differently than the spheres in the products. 2 CO + 2 O 3 2 CO O 2 (not balanced) 5.44 a. The transformation of [1] to [2] is a chemical reaction, because the spheres in the reactants (AB) are joined differently than the spheres in the products (A 2 and B 2 ). The transformation of [1] to [3] is a physical change, because the spheres are joined the same (AB), but they are now closer together, indicating a physical state change from gas to liquid Add up the number of atoms on each side of the equation and then label the equations as balanced or not balanced Add up the number of atoms on each side of the equation and then label the equations as balanced or not balanced. a. c. 3 NO 2 + H 2 O HNO NO 3 N, 7 O, 2H 3 N, 5 O, 1 H NOT balanced 2 H 2 S + 3 O 2 H 2 O + 2 SO 2 4 H, 2 S, 6 O 2 H, 2 S, 5 O NOT balanced Ca(OH) HNO 3 2 H 2 O + Ca(NO 3 ) 2 1 Ca, 8 O, 4 H, 2 N: both sides, therefore balanced 5.47 Write the balanced equation using the colors of the spheres to identify the atoms (gray = hydrogen and green = chlorine) Write the balanced equation using the colors of the spheres to identify the atoms (red = oygen and blue = nitrogen). 2 NO + O 2 2 NO 2

15 Chapter Balance the equation with coefficients one element at a time to have the same number of atoms on each side of the equation. Follow the steps in Eample Balance the equation with coefficients one element at a time so that there are the same numbers of atoms on each side of the equation. Follow the steps in Eample 5.2. a. c. d. e. Mg(s) + 2 HBr(aq) MgBr 2 (aq) + H 2 (g) 2 CO(g) + O 2 (g) 2 CO 2 (g) 2 PbS(s) + 3 O 2 (g) 2 PbO(s) + 2 SO 2 (g) H 2 SO NaOH Na 2 SO H 2 O 2 H 3 PO Ca(OH) 2 Ca 3 (PO 4 ) H 2 O 5.51 Follow the steps in Eample 5.2 and balance the equations Follow the steps in Eample 5.2 and balance the equation. 2 S(s) + 3 O 2 (g) + 2 H 2 O(l) 2 H 2 SO 4 (l) 5.53 Use the balanced equation and the law of conservation of matter to determine the molecules of product. Each side must have the same number of O and C atoms.

16 Chemical Reactions Use the balanced equation and the law of conservation of matter to determine the molecules of product. Each side must have the same number of C, O, and N atoms. CO NO N 2 CO 2 reactants products 5.55 a. Because black spheres are C atoms and red spheres are O atoms, the reactants are CO and O 2 and the product is CO 2. c. The reaction is a combination because two reactants combine to form one product a. Because grey spheres are H atoms and red spheres are O atoms, the reactant is H 2 O 2 and the products are H 2 O and O 2. 2 H 2 O 2 2 H 2 O + O 2 c. The reaction is a decomposition reaction because one reactant reacts to form two products a. The reactant is C 2 H 6 O (black = C, gray = H, red = O) and the products are H 2 C=CH 2 and H 2 O. c. The reaction is a decomposition because one reactant decomposes to form two products a. The reactants are N 2 (blue = N) and O 2 (red = O) and the product is NO 2. N O 2 2 NO 2 c. The reaction is a combination reaction because two reactants combine to form one product The reaction is a double replacement because the two compounds echange parts (gray spheres replace green spheres) to form two new compounds The reaction is a single replacement reaction because an element and a compound react to form a different element and a different compound Use the definitions from Answers 5.10 and 5.11 to classify the reactions. a. decomposition: BrCl decomposes to Br 2 and Cl 2. single replacement: The element F 2 replaces Br in NaBr. c. combination: Fe and O 2 combine to form Fe 2 O 3. d. double replacement: H and K + echange.

17 Chapter Use the definitions from Answers 5.10 and 5.11 to classify the reactions. a. single replacement: The element Al replaces H in HCl. decomposition: H 2 SO 4 decomposes to SO 3 and H 2 O. c. double replacement: H and Na + echange. d. combination: Ca and O 2 combine to form CaO Use the definitions in Answers 5.10 and 5.11 to fill in the needed reactant or product Use the definitions in Answers 5.10 and 5.11 to fill in the needed reactant or product. a. N Mg Mg 3 N 2 2 SO 3 2 SO 2 + O 2 c. 2 Ag + CuBr 2 Cu + 2 AgBr d. NaOH + HBr NaBr + H 2 O 5.65 The species that is oidized loses one or more electrons. The species that is reduced gains one or more electrons The species that is oidized loses one or more electrons. The species that is reduced gains one or more electrons. a. Mg Fe 2+ oidized reduced Mg Mg e Fe e Fe Cu 2+ reduced Sn oidized Sn Sn e Cu e Cu c. 4 Na O 2 oidized reduced 4 Na 4 Na e O 2 O e

18 Chemical Reactions The oidizing agent gains electrons (it is reduced). The reducing agent loses electrons (it is oidized) The oidizing agent gains electrons (it is reduced). The reducing agent loses electrons (it is oidized). Cd + Ni 4+ Cd 2+ + Ni 2+ Cd Ni 4+ oidized reduced reducing agent oidizing agent 5.69 Acetylene is reduced because it gains hydrogen atoms Write the balanced equation and the half reactions. 2 Mg + O 2 2 MgO 2 Mg 2 Mg e O e 2 O To calculate the formula weight, multiply the number of atoms of each element by the atomic weight and add the results. The formula weight in amu is equal to the molar mass in g/mol. a. 1 Na atom amu = amu 1 N atom amu = amu 2 O atoms amu = amu Formula weight of NaNO 2 2 Al atom amu = amu 3 S atoms amu = amu 12 O atoms amu = amu Formula weight of Al 2 (SO 4 ) amu = g/mol c. 6 C atom amu = amu 8 H atoms amu = amu 6 O atoms amu = amu Formula weight of C 6 H 8 O amu rounded to amu = g/mol amu rounded to amu = g/mol 5.72 To calculate the formula weight, multiply the number of atoms of each element by the atomic weight and add the results. The formula weight in amu is equal to the molar mass in g/mol. a. 1 Mg atom amu = amu 1 S atom amu = amu 4 O atoms amu = amu Formula weight of MgSO amu = g/mol

19 Chapter Ca atoms amu = amu 2 P atoms amu = amu 8 O atoms amu = amu Formula weight of Ca 3 (PO 4 ) 2 c. 16 C atoms amu = amu 16 H atoms 1.01 amu = amu 1 Cl atom amu = amu 1 N atom amu = amu 2 O atoms amu = amu 2 S atoms amu = amu Formula weight of C 16 H 16 ClNO 2 S amu = g/mol amu = g/mol 5.73 Determine the molecular formula of L-dopa. Then calculate the formula weight and molar mass as in Answer HO C HO C C H C H C H C C H H L-dopa H O C C NH 2 OH a. molecular formula = C 9 H 11 NO 4!! formula weight = amu! c. molar mass = g/mol 5.74 Determine the molecular formula of niacin. Then calculate the formula weight and molar mass as in Answer 5.59 H H C C N H C O C C C OH H niacin a. molecular formula = C 6 H 5 NO 2!! formula weight = amu! c. molar mass = g/mol 5.75 Convert all of the units to moles, and then compare the atomic weight or formula weight to determine the quantity with the larger mass. a. of Fe atoms (55.85 g) < of Sn atoms (118.7 g) of C atoms (12.01 g) < N atoms = N atoms (14.01 g) c. of N atoms (14.01 g) < of N 2 molecules = 2 mol N atoms (28.02 g) d. of CO 2 molecules (44.01 g) > N 2 O molecules = mol N 2 O (22.01 g) 5.76 Convert all of the units to moles, and then compare the atomic mass or formula weight to determine the quantity with the larger mass. a. of Si atoms (28.08 g) < of Ar atoms (39.95 g) of He atoms (4.00 g) > H atoms = H atoms (1.01 g) c. of Cl atoms (35.45 g) < of Cl 2 molecules = 2 mol Cl atoms (70.90 g) d. of C 2 H 4 molecules (28.06 g) > C 2 H 4 molecules = mol C 2 H 4 (14.03 g)

20 Chemical Reactions a. C 11 H 17 NO 3 molar mass = g/mol c g (/211.3 g) = mol 5.78 H H H C H H H H O C C C C C C C H O C H H C H H a. C 10 H 12 O 2 molar mass = g/mol c g (/ g) = mol 5.79 Calculate the molar mass of each compound as in Answer 5.71, and then multiply by 5.00 mol. a. HCl = 182 g c. C 2 H 2 = 130. g Na 2 SO 4 = 710. g d. Al(OH) 3 = 390. g 5.80 Calculate the molar mass of each compound as in Answer 5.71, and then multiply by 0.50 mol. a. NaOH = 20. g c. C 3 H 6 = 21 g CaSO 4 = 68 g d. Mg(OH) 2 = 29 g 5.81 Convert the grams to moles using the molar mass as a conversion factor. a g g = mol c g g = mol 5.00 g g = mol d g g = mol 5.82 Convert the grams to moles using the molar mass as a conversion factor. a g g = mol c g g = mol 5.00 g g = mol d g g = mol 5.83 Multiply the number of moles by Avogadro s number to determine the number of molecules, as in Eample 5.4. a. (2.00 mol) ( molecules/mol) = molecules (0.250 mol) ( molecules/mol) = molecules c. (26.5 mol) ( molecules/mol) = molecules d. (222 mol) ( molecules/mol) = molecules e. ( mol) ( molecules/mol) = molecules

21 Chapter Use Avogadro s number to convert the number of molecules to moles. a. c. d molecules = mol molecules molecules = mol molecules ecules = mol molecules molecules = mol molecules 5.85 Use the molar mass as a conversion factor to convert the moles to grams. Use Avogadro s number to convert the number of molecules to moles Use the molar mass as a conversion factor to convert the moles to grams. Use Avogadro s number to convert the number of molecules to moles. a. 3.6 mol g = g 0.58 mol 384.7g = g c molecules molecules g = g d molecules molecules g = 41.9 g

22 Chemical Reactions a moles of O 2 are needed to react completely with 5.00 mol of C 2 H 2. (5.00 mol C 2 H 2 ) (5 mol O 2 /2 mol C 2 H 2 ) = 12.5 mol O 2 12 moles of CO 2 are formed from 6.0 mol of C 2 H 2. (6.0 mol C 2 H 2 ) (4 mol CO 2 /2 mol C 2 H 2 ) = 12 mol CO 2 c moles of H 2 O are formed from 0.50 mol of C 2 H 2. (0.50 mol C 2 H 2 ) (2 mol H 2 O/2 mol C 2 H 2 ) = 0.50 mol H 2 O d moles of C 2 H 2 are needed to form 0.80 mol of CO 2. (0.80 mol CO 2 ) (2 mol C 2 H 2 /4 mol CO 2 ) = 0.40 mol C 2 H Na(s) + 2 H 2 O(l) 2 NaOH(aq) + H 2 (g) a. 3.0 moles of H 2 O are needed to react completely with 3.0 mol of Na. (3.0 mol Na) (2 mol H 2 O/2 mol Na) = 3.0 mol H 2 O 0.19 moles of H 2 are formed from 0.38 mol of Na. (0.38 mol Na) ( H 2 /2 mol Na) = 0.19 mol H 2 c moles of H 2 are formed from 3.64 mol of H 2 O. (3.64 mol H 2 O) ( H 2 /2 mol H 2 O) = 1.82 mol H Use conversion factors as in Eample 5.7 to solve the problems. a. 220 g of CO 2 are formed from 2.5 mol of C 2 H g of CO 2 are formed from 0.50 mol of C 2 H 2. c. 4.5 g of H 2 O are formed from 0.25 mol of C 2 H 2. d. 240 g of O 2 are needed to react with 3.0 mol of C 2 H Use conversion factors as in Eample 5.7 to solve the problems. a. 120 g of NaOH are formed from 3.0 mol of Na g of H 2 are formed from 0.30 mol of Na. c. 3.6 g of H 2 O are needed to react with 0.20 mol of Na Use the equation to determine the percent yield.

23 Chapter Use the equation to determine the percent yield. Percent yield = actual yield (g) theoretical yield (g) 100% = 17.0 g 20.0 g 100% = 85.0 % 5.93 Use the following equations to determine the percent yield.

24 Chemical Reactions Use the following equations to determine the percent yield. a. Grams of reactant molar mass conversion factor Moles of reactant 48.0 g CH 4 O CH 4 O = g CH 4 O 1.50 mol CH 4 O Moles of reactant mole mole conversion factor Moles of product 1.50 mol CH 4 O 2 mol CO 2 = 1.50 mol CO 2 2 mol CH 4 O Moles of product molar mass conversion factor Grams of product 1.50 mol CO g CO 2 = 66.0 g CO 2 CO 2 Theoretical yield Percent yield = actual yield (g) theoretical yield (g) 100% 48.0 g CO 2 = 100% = 72.7% 66.0 g CO

25 Chapter molecules A 2 ecule B 2 = 2 molecules of B 2 are needed. 2 molecules A 2 Molecule A 2 is in ecess. Molecule B 2 is the limiting reactant. A 2 A 2 B A 2 B2 reactants products a. 2.0 mol NO O 2 = 1.0 mol of O 2 is needed. 2 mol NO O 2 is in ecess. NO is the limiting reactant.

26 Chemical Reactions mol NO O 2 = 2. of O 2 is needed. 2 mol NO NO is in ecess. O 2 is the limiting reactant. c g NO NO = mol NO g NO O 10.0 g O 2 2 = mol O g O mol NO O 2 = mol of O 2 is needed. 2 mol NO O 2 is in ecess. NO is the limiting reactant. d g NO NO = mol NO g NO 4.00 g O 2 O 2 = mol O g O mol NO O 2 = mol of O 2 is needed. 2 mol NO NO is in ecess. O 2 is the limiting reactant Use the limiting reactant from Problem 5.97 to determine the amount of product formed. The conversion of moles of limiting reagent to grams of product is combined in a single step. a. 2 mol NO g NO 1.0 mol NO = 1.0 mol NO mol NO 2 = 46 g NO 2 2 mol NO NO 2 2 mol NO g NO 0.50 mol O 2 = 1.0 mol NO mol NO 2 = 46 g NO 2 O 2 NO 2 c. 2 mol NO g NO mol NO = mol NO mol NO 2 = 15.3 g NO 2 2 mol NO NO 2 d. 2 mol NO g NO mol NO = mol NO mol NO 2 = 42.9 g NO 2 2 mol NO NO Use the limiting reactant from Problem 5.98 to determine the amount of product formed. The conversion of moles of limiting reagent to grams of product is combined in a single step. a. 2 mol NO g NO 2.0 mol NO = 2.0 mol NO mol NO 2 = 92 g NO 2 2 mol NO NO 2 2 mol NO g NO 2.0 mol O 2 = 4.0 mol NO mol NO 2 = 180 g NO 2 O 2 NO 2

27 Chapter 5 27 c. 2 mol NO g NO mol NO = mol NO mol NO 2 = 23.0 g NO 2 2 mol NO NO 2 d. 2 mol NO g NO mol O 2 = mol NO mol NO 2 = 11.5 g NO 2 O 2 NO Since the mole ratio in the balanced equation is 1:1, the reactant with the smaller number of moles is the limiting reactant: C 2 H g C e. 2 H 5 Cl 100% = 57.6% percent yield 18.4 g C 2 H 5 Cl a g CH 4 CH g CH 4 = mol CH g Cl 2 Cl g Cl 2 = mol Cl 2 The mole ratio of CH 4 to Cl 2 is 1:2 in the balanced equation, so (2)(0.312 mol) = mol Cl 2 would be needed to react with all of the CH 4. There are only mol Cl 2, however, so Cl 2 is the limiting reactant. c mol Cl 2 CH 2 Cl 2 = mol CH 2 Cl 2 2 mol Cl 2 d mol CH 2 Cl g CH 2 Cl 2 = 9.00 g CH 2 Cl 2 CH 2 Cl 2 e. = 62.2% percent yield 5.6 g CH 2 Cl g CH 2 Cl 2 100%

28 Chemical Reactions Refer to prior solutions to answer each part. a. Calculate the molar mass as in Answer 5.71; the molar mass of sucrose = g/mol. Follow the steps in Eample 5.2. c. 8 mol of ethanol are formed from 2 mol of sucrose. d. 10 mol of water are needed to react with 10 mol of sucrose. e. 101 g of ethanol are formed from mol of sucrose. f g of ethanol are formed from 34.2 g of sucrose. g g ethanol h. 13.6% Refer to prior solutions to answer each part a. Calculate the molar mass as in Answer 5.71; the molar mass of diethyl ether = 74.1 g/mol. Follow the steps in Eample C 2 H 6 O(s) C 4 H 10 O(l) + H 2 O (l) ethanol diethyl ether c. of diethyl ether is formed from 2 mol of ethanol. d. 5 mol of water are formed from 10 mol of ethanol. e. 20. g of diethyl ether are formed from 0.55 mol of ethanol. f g of diethyl ether are formed from 4.60 g of ethanol. g g diethyl ether can be formed from 2.30 g of ethanol. h. 97.3% mg Mg(OH) 1 g 2 Mg(OH )2 = mol Mg(OH) mg g Mg(OH) mg Al(OH) 1 g 3 Al(OH) 3 = mol Al(OH) mg g Al(OH) 3

29 Chapter lb 454 g = 7 mol sucrose 1 lb g g = 14 mol water g 14 mol molecules = molecules water a. Calculate the molar mass as in Answer 5.71; the molar mass of DDT = g/mol. 18 g of DDT would be formed from 0.10 mol of chlorobenzene. c g is the theoretical yield of DDT in grams from 11.3 g of chlorobenzene. d. 84.3% Refer to prior solutions to answer each part. a. Calculate the molar mass as in Answer 5.71; the molar mass of linolenic acid = g/mol. C 18 H 30 O H 2 C 18 H 36 O 2 c. 2 C 18 H 30 O O 2 36 CO H 2 O d grams of C 18 H 36 O 2 will be formed Use conversion factors to answer the questions about dioin.

30 Chemical Reactions a. 180 mg 1 g 1000 mg g CH 3 OH C 14 H 18 N 2 O g CH 3 OH CH 3 OH 1000 mg 1 g = 19.6 mg 52 kg 428 mg kg 1 can 19.6 mg = cans