Chemistry

Chemistry | 12th Edition | ISBN: 9780078021510 | Authors: Raymond Chang; Kenneth Goldsby
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Author: Raymond Chang; Kenneth Goldsby
Publisher: McGraw-Hill Education
ISBN: 9780078021510
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Chapter 1 Problems

Chapter: 1 Problem: 1.1

Chemistry 12
Explain what is meant by the scientific method

Chapter: 1 Problem: 1.2

Chemistry 12
What is the difference between qualitative data and quantitative data?

Chapter: 1 Problem: 1.3

Chemistry 12
Classify the following as qualitative or quantitative statements, giving your reasons. (a) The sun is approximately 93 million mi from Earth. (b) Leonardo da Vinci was a better painter than Michelangelo. (c) Ice is less dense than water. (d) Butter tastes better than margarine. (e) A stitch in time s

Chapter: 1 Problem: 1.4

Chemistry 12
Classify each of the following statements as a hypothesis, a law, or a theory. (a) Beethovens contribution to music would have been much greater if he had married. (b) An autumn leaf gravitates toward the ground because there is an attractive force between the leaf and Earth. (c) All matter is compo

Chapter: 1 Problem: 1.5

Chemistry 12
Give an example for each of the following terms: (a) matter, (b) substance, (c) mixture

Chapter: 1 Problem: 1.6

Chemistry 12
Give an example of a homogeneous mixture and an example of a heterogeneous mixture.

Chapter: 1 Problem: 1.7

Chemistry 12
Using examples, explain the difference between a physical property and a chemical property.

Chapter: 1 Problem: 1.8

Chemistry 12
How does an intensive property differ from an extensive property? Which of the following properties are intensive and which are extensive? (a) length, (b) volume, (c) temperature, (d) mass.

Chapter: 1 Problem: 1.9

Chemistry 12
Give an example of an element and a compound. How do elements and compounds differ?

Chapter: 1 Problem: 1.10

Chemistry 12
What is the number of known elements?

Chapter: 1 Problem: 1.11

Chemistry 12
Do the following statements describe chemical or physical properties? (a) Oxygen gas supports combustion. (b) Fertilizers help to increase agricultural production. (c) Water boils below 1008C on top of a mountain. (d) Lead is denser than aluminum. (e) Uranium is a radioactive element.

Chapter: 1 Problem: 1.12

Chemistry 12
Does each of the following describe a physical change or a chemical change? (a) The helium gas inside a balloon tends to leak out after a few hours. (b) A flashlight beam slowly gets dimmer and finally goes out. (c) Frozen orange juice is reconstituted by adding water to it. (d) The growth of plants

Chapter: 1 Problem: 1.13

Chemistry 12
Give the names of the elements represented by the chemical symbols Li, F, P, Cu, As, Zn, Cl, Pt, Mg, U, Al, Si, Ne. (See Table 1.1 and the inside front cover.)

Chapter: 1 Problem: 1.14

Chemistry 12
Give the chemical symbols for the following elements: (a) cesium, (b) germanium, (c) gallium, (d) strontium, (e) uranium, (f) selenium, (g) neon, (h) cadmium. (See Table 1.1 and the inside front cover.)

Chapter: 1 Problem: 1.15

Chemistry 12
Classify each of the following substances as an element or a compound: (a) hydrogen, (b) water, (c) gold, (d) sugar

Chapter: 1 Problem: 1.16

Chemistry 12
Classify each of the following as an element, a compound, a homogeneous mixture, or a heterogeneous mixture: (a) water from a well, (b) argon gas, (c) sucrose, (d) a bottle of red wine, (e) chicken noodle soup, (f) blood flowing in a capillary, (g) ozone.

Chapter: 1 Problem: 1,17

Chemistry 12
Name the SI base units that are important in chemistry. Give the SI units for expressing the following: (a) length, (b) volume, (c) mass, (d) time, (e) energy, (f) temperature.

Chapter: 1 Problem: 1,18

Chemistry 12
Write the numbers represented by the following prefixes: (a) mega-, (b) kilo-, (c) deci-, (d) centi-, (e) milli-, (f) micro-, (g) nano-, (h) pico-.

Chapter: 1 Problem: 1.19

Chemistry 12
What units do chemists normally use for density of liquids and solids? For gas density? Explain the differences

Chapter: 1 Problem: 1.2b

Chemistry 12
Describe the three temperature scales used in the laboratory and in everyday life: the Fahrenheit scale, the Celsius scale, and the Kelvin scale.

Chapter: 1 Problem: 1.21

Chemistry 12
Bromine is a reddish-brown liquid. Calculate its density (in g/mL) if 586 g of the substance occupies 188 mL.

Chapter: 1 Problem: 1.22

Chemistry 12
The density of methanol, a colorless organic liquid used as solvent, is 0.7918 g/mL. Calculate the mass of 89.9 mL of the liquid.

Chapter: 1 Problem: 1.23

Chemistry 12
Convert the following temperatures to degrees Celsius or Fahrenheit: (a) 958F, the temperature on a hot summer day; (b) 128F, the temperature on a cold winter day; (c) a 1028F fever; (d) a furnace operating at 18528F; (e) 2273.158C (theoretically the lowest attainable temperature).

Chapter: 1 Problem: 1.24

Chemistry 12
(a) Normally the human body can endure a temperature of 1058F for only short periods of time without permanent damage to the brain and other vital organs. What is this temperature in degrees Celsius? (b) Ethylene glycol is a liquid organic compound that is used as an antifreeze in car radiators. It f

Chapter: 1 Problem: 1.25

Chemistry 12
Convert the following temperatures to kelvin: (a) 1138C, the melting point of sulfur, (b) 378C, the normal body temperature, (c) 3578C, the boiling point of mercury

Chapter: 1 Problem: 1.26

Chemistry 12
Convert the following temperatures to degrees Celsius: (a) 77 K, the boiling point of liquid nitrogen, (b) 4.2 K, the boiling point of liquid helium, (c) 601 K, the melting point of lead.

Chapter: 1 Problem: 1.27

Chemistry 12
What is the advantage of using scientific notation over decimal notation?

Chapter: 1 Problem: 1.28

Chemistry 12
Define significant figure. Discuss the importance of using the proper number of significant figures in measurements and calculations.

Chapter: 1 Problem: 1.29

Chemistry 12
Express the following numbers in scientific notation: (a) 0.000000027, (b) 356, (c) 47,764, (d) 0.096.

Chapter: 1 Problem: 1.3b

Chemistry 12
Express the following numbers as decimals: (a) 1.52 3 1022 , (b) 7.78 3 1028 .

Chapter: 1 Problem: 1.31

Chemistry 12
Express the answers to the following calculations in scientific notation: (a) 145.75 1 (2.3 3 1021 ) (b) 79,500 4 (2.5 3 102 ) (c) (7.0 3 1023 ) 2 (8.0 3 1024 ) (d) (1.0 3 104 ) 3 (9.9 3 106 )

Chapter: 1 Problem: 1.32

Chemistry 12
Express the answers to the following calculations in scientific notation: (a) 0.0095 1 (8.5 3 1023 ) (b) 653 4 (5.75 3 1028 ) (c) 850,000 2 (9.0 3 105 ) (d) (3.6 3 1024 ) 3 (3.6 3 106 )

Chapter: 1 Problem: 1.33

Chemistry 12
What is the number of significant figures in each of the following measurements? (a) 4867 mi (b) 56 mL (c) 60,104 tons (d) 2900 g (e) 40.2 g/cm3 (f) 0.0000003 cm (g) 0.7 min (h) 4.6 3 1019 atoms

Chapter: 1 Problem: 1.34

Chemistry 12
How many significant figures are there in each of the following? (a) 0.006 L, (b) 0.0605 dm, (c) 60.5 mg, (d) 605.5 cm2 , (e) 960 3 1023 g, (f) 6 kg, (g) 60 m.

Chapter: 1 Problem: 1.35

Chemistry 12
Carry out the following operations as if they were calculations of experimental results, and express each answer in the correct units with the correct number of significant figures: (a) 5.6792 m 1 0.6 m 1 4.33 m (b) 3.70 g 2 2.9133 g (c) 4.51 cm 3 3.6666 cm (d) (3 3 104 g 1 6.827 g)/(0.043 cm3 2 0.02

Chapter: 1 Problem: 1.36

Chemistry 12
Carry out the following operations as if they were calculations of experimental results, and express each answer in the correct units with the correct number of significant figures: (a) 7.310 km 4 5.70 km (b) (3.26 3 1023 mg) 2 (7.88 3 1025 mg) (c) (4.02 3 106 dm) 1 (7.74 3 107 dm) (d) (7.8 m 2 0.34

Chapter: 1 Problem: 1.37

Chemistry 12
Three students (A, B, and C) are asked to determine the volume of a sample of ethanol. Each student measures the volume three times with a graduated cylinder. The results in milliliters are: A (87.1, 88.2, 87.6); B (86.9, 87.1, 87.2); C (87.6, 87.8, 87.9). The true volume is 87.0 mL. Comment on the p

Chapter: 1 Problem: 1.38

Chemistry 12
Three apprentice tailors (X, Y, and Z) are assigned the task of measuring the seam of a pair of trousers. Each one makes three measurements. The results in inches are X (31.5, 31.6, 31.4); Y (32.8, 32.3, 32.7); Z (31.9, 32.2, 32.1). The true length is 32.0 in. Comment on the precision and the accurac

Chapter: 1 Problem: 1.39

Chemistry 12
Carry out the following conversions: (a) 22.6 m to decimeters, (b) 25.4 mg to kilograms, (c) 556 mL to liters, (d) 10.6 kg/m3 to g/cm3 .

Chapter: 1 Problem: 1.4b

Chemistry 12
Carry out the following conversions: (a) 242 lb to milligrams, (b) 68.3 cm3 to cubic meters, (c) 7.2 m3 to liters, (d) 28.3 g to pounds.

Chapter: 1 Problem: 1.41

Chemistry 12
The average speed of helium at 258C is 1255 m/s. Convert this speed to miles per hour (mph).

Chapter: 1 Problem: 1.42

Chemistry 12
How many seconds are there in a solar year (365.24 days)?

Chapter: 1 Problem: 1.43

Chemistry 12
How many minutes does it take light from the sun to reach Earth? (The distance from the sun to Earth is 93 million mi; the speed of light 5 3.00 3 108 m/s.)

Chapter: 1 Problem: 1.44

Chemistry 12
A jogger runs a mile in 8.92 min. Calculate the speed in (a) in/s, (b) m/min, (c) km/h. (1 mi 5 1609 m; 1 in 5 2.54 cm.)

Chapter: 1 Problem: 1.45

Chemistry 12
A 6.0-ft person weighs 168 lb. Express this persons height in meters and weight in kilograms. (1 lb 5 453.6 g; 1 m 5 3.28 ft.)

Chapter: 1 Problem: 1.46

Chemistry 12
The speed limit on parts of the German autobahn was once set at 286 kilometers per hour (km/h). Calculate the speed limit in miles per hour (mph).

Chapter: 1 Problem: 1.47

Chemistry 12
For a fighter jet to take off from the deck of an aircraft carrier, it must reach a speed of 62 m/s. Calculate the speed in miles per hour (mph).

Chapter: 1 Problem: 1.48

Chemistry 12
The normal lead content in human blood is about 0.40 part per million (that is, 0.40 g of lead per million grams of blood). A value of 0.80 part per million (ppm) is considered to be dangerous. How many grams of lead are contained in 6.0 3 103 g of blood (the amount in an average adult) if the lead c

Chapter: 1 Problem: 1.49

Chemistry 12
Carry out the following conversions: (a) 1.42 lightyears to miles (a light-year is an astronomical measure of distancethe distance traveled by light in a year, or 365 days; the speed of light is 3.00 3 108 m/s). (b) 32.4 yd to centimeters. (c) 3.0 3 1010 cm/s to ft/s.

Chapter: 1 Problem: 1.5b

Chemistry 12
Carry out the following conversions: (a) 70 kg, the average weight of a male adult, to pounds. (b) 14 billion years (roughly the age of the universe) to seconds. (Assume there are 365 days in a year.) (c) 7 ft 6 in, the height of the basketball player Yao Ming, to meters. (d) 88.6 m3 to liters

Chapter: 1 Problem: 1.51

Chemistry 12
Aluminum is a lightweight metal (density 5 2.70 g/ cm3 ) used in aircraft construction, high-voltage transmission lines, beverage cans, and foils. What is its density in kg/m3 ?

Chapter: 1 Problem: 1.52

Chemistry 12
Ammonia gas is used as a refrigerant in large-scale cooling systems. The density of ammonia gas under certain conditions is 0.625 g/L. Calculate its density in g/cm3 .

Chapter: 1 Problem: 1.53

Chemistry 12
Give one qualitative and one quantitative statement about each of the following: (a) water, (b) carbon, (c) iron, (d) hydrogen gas, (e) sucrose (cane sugar), (f) table salt (sodium chloride), (g) mercury, (h) gold, (i) air.

Chapter: 1 Problem: 1.54

Chemistry 12
Which of the following statements describe physical properties and which describe chemical properties? (a) Iron has a tendency to rust. (b) Rainwater in industrialized regions tends to be acidic. (c) Hemoglobin molecules have a red color. (d) When a glass of water is left out in the sun, the water gr

Chapter: 1 Problem: 1.55

Chemistry 12
In 2008, about 95.0 billion lb of sulfuric acid were produced in the United States. Convert this quantity to tons.

Chapter: 1 Problem: 1.56

Chemistry 12
In determining the density of a rectangular metal bar, a student made the following measurements: length, 8.53 cm; width, 2.4 cm; height, 1.0 cm; mass, 52.7064 g. Calculate the density of the metal to the correct number of significant figures.

Chapter: 1 Problem: 1.57

Chemistry 12
Calculate the mass of each of the following: (a) a sphere of gold with a radius of 10.0 cm [the volume of a sphere with a radius r is V 5 (4/3)r 3 ; the density of gold 5 19.3 g/cm3 ], (b) a cube of platinum of edge length 0.040 mm (the density of platinum 5 21.4 g/cm3 ), (c) 50.0 mL of ethanol (the

Chapter: 1 Problem: 1.58

Chemistry 12
A cylindrical glass bottle 21.5 cm in length is filled with cooking oil of density 0.953 g/mL. If the mass of the oil needed to fill the bottle is 1360 g, calculate the inner diameter of the bottle.

Chapter: 1 Problem: 1.59

Chemistry 12
The following procedure was used to determine the volume of a flask. The flask was weighed dry and then filled with water. If the masses of the empty flask and filled flask were 56.12 g and 87.39 g, respectively, and the density of water is 0.9976 g/cm3 , calculate the volume of the flask in cm3 .

Chapter: 1 Problem: 1.6b

Chemistry 12
The speed of sound in air at room temperature is about 343 m/s. Calculate this speed in miles per hour. (1 mi 5 1609 m.)

Chapter: 1 Problem: 1.61

Chemistry 12
A piece of silver (Ag) metal weighing 194.3 g is placed in a graduated cylinder containing 242.0 mL of water. The volume of water now reads 260.5 mL. From these data calculate the density of silver

Chapter: 1 Problem: 1.62

Chemistry 12
The experiment described in Problem 1.61 is a crude but convenient way to determine the density of some solids. Describe a similar experiment that would enable you to measure the density of ice. Specifically, what would be the requirements for the liquid used in your experiment?

Chapter: 1 Problem: 1.63

Chemistry 12
A lead sphere of diameter 48.6 cm has a mass of 6.852 3 105 g. Calculate the density of lead.

Chapter: 1 Problem: 1.64

Chemistry 12
Lithium is the least dense metal known (density: 0.53 g/cm3 ). What is the volume occupied by 1.20 3 103 g of lithium?

Chapter: 1 Problem: 1.65

Chemistry 12
The medicinal thermometer commonly used in homes can be read 60.18F, whereas those in the doctors office may be accurate to 60.18C. In degrees Celsius, express the percent error expected from each of these thermometers in measuring a persons body temperature of 38.98C.

Chapter: 1 Problem: 1.66

Chemistry 12
Vanillin (used to flavor vanilla ice cream and other foods) is the substance whose aroma the human nose detects in the smallest amount. The threshold limit is 2.0 3 10211 g per liter of air. If the current price of 50 g of vanillin is $112, determine the cost to supply enough vanillin so that the aro

Chapter: 1 Problem: 1.67

Chemistry 12
At what temperature does the numerical reading on a Celsius thermometer equal that on a Fahrenheit thermometer?

Chapter: 1 Problem: 1.68

Chemistry 12
Suppose that a new temperature scale has been devised on which the melting point of ethanol (2117.38C) and the boiling point of ethanol (78.38C) are taken as 08S and 1008S, respectively, where S is the symbol for the new temperature scale. Derive an equation relating a reading on this scale to a read

Chapter: 1 Problem: 1.69

Chemistry 12
A resting adult requires about 240 mL of pure oxygen/min and breathes about 12 times every minute. If inhaled air contains 20 percent oxygen by volume and exhaled air 16 percent, what is the volume of air per breath? (Assume that the volume of inhaled air is equal to that of exhaled air.)

Chapter: 1 Problem: 1.7b

Chemistry 12
(a) Referring to Problem 1.69, calculate the total volume (in liters) of air an adult breathes in a day. (b) In a city with heavy traffic, the air contains 2.1 3 1026 L of carbon monoxide (a poisonous gas) per liter. Calculate the average daily intake of carbon monoxide in liters by a person.

Chapter: 1 Problem: 1.71

Chemistry 12
Three different 25.0-g samples of solid pellets are added to 20.0 mL of water in three different measuring cylinders. The results are shown here. Given the densities of the three metals used, identify the cylinder that contains each sample of solid pellets: A (2.9 g/cm3 ), B (8.3 g/cm3 ), and C (3.3

Chapter: 1 Problem: 1.72

Chemistry 12
The circumference of an NBA-approved basketball is 29.6 in. Given that the radius of Earth is about 6400 km, how many basketballs would it take to circle around the equator with the basketballs touching one another? Round off your answer to an integer with three significant figures.

Chapter: 1 Problem: 1.73

Chemistry 12
A student is given a crucible and asked to prove whether it is made of pure platinum. She first weighs the crucible in air and then weighs it suspended in water (density 5 0.9986 g/mL). The readings are 860.2 g and 820.2 g, respectively. Based on these measurements and given that the density of plati

Chapter: 1 Problem: 1.74

Chemistry 12
The surface area and average depth of the Pacific Ocean are 1.8 3 108 km2 and 3.9 3 103 m, respectively. Calculate the volume of water in the ocean in liters.

Chapter: 1 Problem: 1.75

Chemistry 12
The unit troy ounce is often used for precious metals such as gold (Au) and platinum (Pt). (1 troy ounce 5 31.103 g.) (a) A gold coin weighs 2.41 troy ounces. Calculate its mass in grams. (b) Is a troy ounce heavier or lighter than an ounce? (1 lb 5 16 oz; 1 lb 5 453.6 g.)

Chapter: 1 Problem: 1.76

Chemistry 12
Osmium (Os) is the densest element known (density 5 22.57 g/cm3 ). Calculate the mass in pounds and in kilograms of an Os sphere 15 cm in diameter (about the size of a grapefruit). See Problem 1.57 for volume of a sphere.

Chapter: 1 Problem: 1.77

Chemistry 12
Percent error is often expressed as the absolute value of the difference between the true value and the experimental value, divided by the true value: percent error 5 Ztrue value 2 experimental valueZ Ztrue valueZ 3 100% The vertical lines indicate absolute value. Calculate the percent error for the

Chapter: 1 Problem: 1.78

Chemistry 12
The natural abundances of elements in the human body, expressed as percent by mass, are: oxygen (O), 65 percent; carbon (C), 18 percent; hydrogen (H), 10 percent; nitrogen (N), 3 percent; calcium (Ca), 1.6 percent; phosphorus (P), 1.2 percent; all other elements, 1.2 percent. Calculate the mass in gr

Chapter: 1 Problem: 1.79

Chemistry 12
The mens world record for running a mile outdoors (as of 1999) is 3 min 43.13 s. At this rate, how long would it take to run a 1500-m race? (1 mi 5 1609 m.)

Chapter: 1 Problem: 1.8b

Chemistry 12
Venus, the second closest planet to the sun, has a surface temperature of 7.3 3 102 K. Convert this temperature to 8C and 8F.

Chapter: 1 Problem: 1.81

Chemistry 12
Chalcopyrite, the principal ore of copper (Cu), contains 34.63 percent Cu by mass. How many grams of Cu can be obtained from 5.11 3 103 kg of the ore?

Chapter: 1 Problem: 1.82

Chemistry 12
It has been estimated that 8.0 3 104 tons of gold (Au) have been mined. Assume gold costs $948 per ounce. What is the total worth of this quantity of gold?

Chapter: 1 Problem: 1.83

Chemistry 12
A 1.0-mL volume of seawater contains about 4.0 3 10212 g of gold. The total volume of ocean water is 1.5 3 1021 L. Calculate the total amount of gold (in grams) that is present in seawater, and the worth of the gold in dollars (see Problem 1.82). With so much gold out there, why hasnt someone become

Chapter: 1 Problem: 1.84

Chemistry 12
Measurements show that 1.0 g of iron (Fe) contains 1.1 3 1022 Fe atoms. How many Fe atoms are in 4.9 g of Fe, which is the total amount of iron in the body of an average adult?

Chapter: 1 Problem: 1.85

Chemistry 12
The thin outer layer of Earth, called the crust, contains only 0.50 percent of Earths total mass and yet is the source of almost all the elements (the atmosphere provides elements such as oxygen, nitrogen, and a few other gases). Silicon (Si) is the second most abundant element in Earths crust (27.2

Chapter: 1 Problem: 1.86

Chemistry 12
The radius of a copper (Cu) atom is roughly 1.3 3 10210 m. How many times can you divide evenly a piece of 10-cm copper wire until it is reduced to two separate copper atoms? (Assume there are appropriate tools for this procedure and that copper atoms are lined up in a straight line, in contact with

Chapter: 1 Problem: 1.87

Chemistry 12
One gallon of gasoline in an automobiles engine produces on the average 9.5 kg of carbon dioxide, which is a greenhouse gas, that is, it promotes the warming of Earths atmosphere. Calculate the annual production of carbon dioxide in kilograms if there are 250 million cars in the United States and eac

Chapter: 1 Problem: 1.88

Chemistry 12
A sheet of aluminum (Al) foil has a total area of 1.000 ft2 and a mass of 3.636 g. What is the thickness of the foil in millimeters? (Density of Al 5 2.699 g/cm3 .)

Chapter: 1 Problem: 1.89

Chemistry 12
Comment on whether each of the following is a homogeneous mixture or a heterogeneous mixture: (a) air in a closed bottle and (b) air over New York City.

Chapter: 1 Problem: 1.9b

Chemistry 12
Chlorine is used to disinfect swimming pools. The accepted concentration for this purpose is 1 ppm chlorine, or 1 g of chlorine per million grams of water. Calculate the volume of a chlorine solution (in milliliters) a homeowner should add to her swimming pool if the solution contains 6.0 pe

Chapter: 1 Problem: 1.91

Chemistry 12
An aluminum cylinder is 10.0 cm in length and has a radius of 0.25 cm. If the mass of a single Al atom is 4.48 3 10223g, calculate the number of Al atoms present in the cylinder. The density of aluminum is 2.70 g/cm3 .

Chapter: 1 Problem: 1.92

Chemistry 12
A pycnometer is a device for measuring the density of liquids. It is a glass flask with a close-fitting ground glass stopper having a capillary hole through it. (a) The volume of the pycnometer is determined by using distilled water at 208C with a known density of 0.99820 g/mL. First, the water is fi

Chapter: 1 Problem: 1.93

Chemistry 12
In 1849 a gold prospector in California collected a bag of gold nuggets plus sand. Given that the density of gold and sand are 19.3 g/cm3 and 2.95 g/cm3 , respectively, and that the density of the mixture is 4.17 g/cm3 , calculate the percent by mass of gold in the mixture

Chapter: 1 Problem: 1.94

Chemistry 12
The average time it takes for a molecule to diffuse a distance of x cm is given by t 5 x2 2D where t is the time in seconds and D is the diffusion coefficient. Given that the diffusion coefficient of glucose is 5.7 3 1027 cm2 /s, calculate the time it would take for a glucose molecule to diffuse 10 m

Chapter: 1 Problem: 1.95

Chemistry 12
A human brain weighs about 1 kg and contains about 1011 cells. Assuming that each cell is completely filled with water (density 5 1 g/mL), calculate the length of one side of such a cell if it were a cube. If the cells are spread out in a thin layer that is a single cell thick, what is the surface ar

Chapter: 1 Problem: 1.96

Chemistry 12
(a) Carbon monoxide (CO) is a poisonous gas because it binds very strongly to the oxygen carrier hemoglobin in blood. A concentration of 8.00 3 102 ppm by volume of carbon monoxide is considered lethal to humans. Calculate the volume in liters occupied by carbon monoxide in a room that measures 17.6

Chapter: 1 Problem: 1.97

Chemistry 12
A bank teller is asked to assemble one-dollar sets of coins for his clients. Each set is made of three quarters, one nickel, and two dimes. The masses of the coins are: quarter: 5.645 g; nickel: 4.967 g; dime: 2.316 g. What is the maximum number of sets that can be assembled from 33.871 kg of quarter

Chapter: 1 Problem: 1.98

Chemistry 12
A graduated cylinder is filled to the 40.00-mL mark with a mineral oil. The masses of the cylinder before and after the addition of the mineral oil are 124.966 g and 159.446 g, respectively. In a separate experiment, a metal ball bearing of mass 18.713 g is placed in the cylinder and the cylinder is

Chapter: 1 Problem: 1.99

Chemistry 12
A chemist in the nineteenth century prepared an unknown substance. In general, do you think it would be more difficult to prove that it is an element or a compound? Explain.

Chapter: 1 Problem: 1.1c

Chemistry 12
Bronze is an alloy made of copper (Cu) and tin (Sn) used in applications that require low metal-on-metal friction. Calculate the mass of a bronze cylinder of radius 6.44 cm and length 44.37 cm. The composition of the bronze is 79.42 percent Cu and 20.58 percent Sn and the densities of Cu and Sn are 8

Chapter: 1 Problem: 1.101

Chemistry 12
You are given a liquid. Briefly describe steps you would take to show whether it is a pure substance or a homogeneous mixture.

Chapter: 1 Problem: 1.102

Chemistry 12
A chemist mixes two liquids A and B to form a homogeneous mixture. The densities of the liquids are 2.0514 g/mL for A and 2.6678 g/mL for B. When she drops a small object into the mixture, she finds that the object becomes suspended in the liquid; that is, it neither sinks nor floats. If the mixture

Chapter: 1 Problem: 1.103

Chemistry 12
Tums is a popular remedy for acid indigestion. A typical Tums tablet contains calcium carbonate plus some inert substances. When ingested, it reacts with the gastric juice (hydrochloric acid) in the stomach to give off carbon dioxide gas. When a 1.328-g tablet reacted with 40.00 mL of hydrochloric a

Chapter: 1 Problem: 1.104

Chemistry 12
A 250-mL glass bottle was filled with 242 mL of water at 208C and tightly capped. It was then left outdoors overnight, where the average temperature was 258C. Predict what would happen. The density of water at 208C is 0.998 g/cm3 and that of ice at 258C is 0.916 g/cm3 .

Chapter: 1 Problem: 1.105

Chemistry 12
What is the mass of one mole of ants? (Useful information: A mole is the unit used for atomic and subatomic particles. It is approximately 6 3 1023. A 1-cm-long ant weighs about 3 mg.)

Chapter: 1 Problem: 1.106

Chemistry 12
How much time (in years) does an 80-year-old person spend sleeping during his or her life span?

Chapter: 1 Problem: 1.107

Chemistry 12
Estimate the daily amount of water (in gallons) used indoors by a family of four in the United States.

Chapter: 1 Problem: 1.108

Chemistry 12
Public bowling alleys generally stock bowling balls from 8 to 16 lb, where the mass is given in whole numbers. Given that regulation bowling balls have a diameter of 8.6 in, which (if any) of these bowling balls would you expect to float in water?

Chapter: 1 Problem: 1.109

Chemistry 12
Fusing nanofibers with diameters of 100300 nm gives junctures with very small volumes that would potentially allow the study of reactions involving only a few molecules. Estimate the volume in liters of the junction formed between two such fibers with internal diameters of 200 nm. The scale reads 1 m

Chapter: 1 Problem: 1.11c

Chemistry 12
Estimate the annual consumption of gasoline by passenger cars in the United States

Chapter: 1 Problem: 1.111

Chemistry 12
Estimate the total amount of ocean water in liters.

Chapter: 1 Problem: 1.112

Chemistry 12
Estimate the volume of blood in an adult in liters.

Chapter: 1 Problem: 1.113

Chemistry 12
How far (in feet) does light travel in one nanosecond?

Chapter: 1 Problem: 1.114

Chemistry 12
Estimate the distance (in miles) covered by an NBA player in a professional basketball game

Chapter: 1 Problem: 1.115

Chemistry 12
In water conservation, chemists spread a thin film of a certain inert material over the surface of water to cut down on the rate of evaporation of water in reservoirs. This technique was pioneered by Benjamin Franklin three centuries ago. Franklin found that 0.10 mL of oil could spread over the surfa

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Chemistry

Carry out the
following conversions: (a) 22.6 m

Chemistry 12
Chapter 1, Problem 1.39

Book Terms

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