chem 121 - general chemistry chapter 1
TRANSCRIPT
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CHEMISTRY 121General Chemistry I
Instructor: Prof. D. B. Jacobson
Textbook: Chemistry 11th Ed.
byChang, Goldsby
Student Assistance:
Office Hours: 10:00-10:50 AM MWFOffice: Ladd [email protected]
Dr. Mel Morris (Professor Emeritus)Tutors students in Ladd 104D1:00-3:30 PM M-F and byappointment (231-7011)
Course Policies: See syllabus for details (read).
Grading:Four 100 point examsFifth (final) exam (100 points)online homework (40 points)
Grading scale is under course policies.
The best three of the first four examsare counted toward your score (the lowestexam score is dropped). The fifth (final)exam can not be dropped.
On-line homework (Connect)
The Connect on-line homework is included with thetextbook in the bookstore (ca. $195). You can buy theConnect card separately from McGraw-Hill.
Registration information is on Blackboard(Announcements). Just follow the instructions. The codeyou enter for registration is on the Connect card in yourex oo .
There will be 10 on-line homework assignments (eachabout 15 questions). The lowest two scores will bedropped (only the highest eight count in your grade).The on-line homework will be worth a total of 40 points.Make sure you know the due date for the assignmentand do not forget to submit your homework. You willhave 3 attempts to get a question right.
THERE ARE NO MAKEUP EXAMS IN THISCLASS
A missed exam, for any reason, is scored as azero and is the one that will be dropped. Ifyou miss an exam for a legitimate reason, youshould let me know o the circumstances assoon as possible. If you have a conflict andare unable to take an exam, you can takeexams early in Ladd 104. To take an examearly you need to schedule a time with thesecretary (Wendy Leach, phone 1-8751) in
Ladd 104.
CHAPTER 1Chemistry: The Study of
Chemical Change
Chemistry: The study of matter and how the
properties of matter are related tocomposition.
Matter: Anything that has mass andoccupies space.
Mass: A measure of the amount of matter-isindependent of gravitational force.
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CONTRAST MASS WITH WEIGHT
Weight: Depends on gravitational
force.
Wei ht is defined as mass m Xacceleration (a) due to gravity (g):
The force of attraction by theearth:
F = (m)(a) or W(weight) = (m)(g)
On Earth, g = 9.8 m/s2 at sea level
On the Moon, g = 1.7 m/s2 (1/6)
Weight varies depending on the force ofgravity (g).
A 200 pound person on Earth weighs only 34pounds on the Moon.
An object has a different weight on the Moonthan it does on Earth (gravity) but its mass is
the same (constant).
In outer space, an object can be weightless,yet it has the same mass as on earth. We candetermine mass in outer space by simplymeasuring the acceleration due to an appliedforce:
a
FmmaF ;
There are only four fundamental forces innature:
Gravitational - mysteriousElectromagnetic (Chemistry)StrongWeak
nucleus
Chemistry is critical to modern society; How?
Technologies
Electronics (microprocessors, transistors)
Materials (polymers, ceramics, coatings)
Medical (medicines, diagnostics)
Personal and Home care products
Energy (Batteries, photovoltaic cells, fuel cells)
Many other modern products
CHEMISTRY HAS CONSEQUENCES
POLLUTION
GLOBAL WARMING
WARFARE
ACCIDENTS (ammonia spill in Minot)
BALANCE THE BENEFITS WITH RISKS
The earth's temperature has risenby about 1.5 oF the past century!!!
WHY ?
Global Warming ???(Green House Effect)
Probably because of increases inconcentration of greenhouse gases(mainly CO2 ).
CO2 produced from combustion offossil fuels.
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Avg.temp.57 F
No greenhouse gasses average earth temp. = 0 F
Absorption of Infrared (heat) Radiation
CO2 concentration in the atmosphere
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Earth:
CO2 absorbs infrared radiation (heat).
Concentration of CO2 in the atmosphere hasincreased by 25 % in the past 100 years.
Earths temperature has risen by about 1.5 oF(1 oC) in that time (predict 4-9 oF increase by2100).
The difference in global temperatures betweentoday and the last ice age is only 5 7 oF.
OZONE DEPLETION !!
What Is Ozone ?????
Form of Elemental Oxygen with three Oatoms bonded together (O3).
Shields earth from harmful ultravioletradiation from sun (ca. 15 miles up).
O3 O2 + O
UV
Light
Chlorofluorocarbons (CFCs): Have beenimplicated in ozone depletion.
Reactions in the upper atmosphere
CF2Cl2 CF2Cl + ClLight
Cl + O3 ClO + O2
ClO + O Cl + O2
2 ClO 2 Cl + O2
Hence, one CFC molecule can destroythousands of ozone molecules.
Observation in 1985
Crutzen, Molina, Rowland: Nobel prize(1995) in chemistry for their discoveryof ozone depletion by CFCs in 1974.
CONSEQUENCES of ozone depletion?
Increased skin cancers, crop damage,eye cataracts, etc.
Both global warming and ozone depletionare complex and not completelyunderstood.
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Chemistry Science
Experiments Explanationstest(measurements, why ?
observations)
Do further experiments to test theinitial explanation of results.
WHAT TYPES OFEXPERIMENTS?
Two approaches
1) support the ideas
2 dis rove the ideas or ex lanations
(natural or
scientific)
Observations Facts Law
LAW: A verbal statement or mathematicalequation that summarizes observations andexperiments.
Example:Law of gravity: Two objects areattracted to each other.
Force of gravity = 9.8 m/s2 on earth
Law: Not an explanation of nature, simplyshows a physical relationship.
Newtons Universal Law of Gravity:
221ForcenalGravitatio
r
mGmF
G: universal gravitational force constant -11 2 2.
r: distance between object centers
m1 and m2: masses of the two objects
Calculate the mass of the earth
Force due to an apple falling from tree:
mgFappleofweight
Use Newtons Universal Law of gravity:
2AppleonForcenalGravitatio
r
GmMF
m is apple mass and M is the earths mass, r isthe distance between object centers (earthsradius)
For both equations, the force, F, is thesame. Hence, we can set the two equationsequal to each other and solve for the earthsmass:
mgr
GmMF
2
Note: The mass, m, of the apple cancelsout of the equation.Rearrange the equation in terms of M:
kg10X6
/kgmN10X6.67
m10X6.4m/s9.8
24
2211
2622
G
grM
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Explanations: Why nature behaves the wayit does (hypothesis).
Hypothesis: A tentative (initial)explanation of the observations.
Law of gravity: Objects attract eachother... Why?? gravityWe use a Hypothesis to try to explainhow and why this occurs!!!!
HYPOTHESIS
Test the hypothesis; modify it to fit newexperimental results/observations/facts.
After a hypothesis has undergone extensivetesting and modification, it can evolve into a
.
Theory: A hypothesis that repeatedly withstandsthe test of experiments and has overwhelmingsupportive evidence.
Theories Must be tested, generally havepredictive power.
THEORIES
Can never be proven, but can bedisproven or found to be in error.
Some examples include:
Theor of Evolution
Theory of Relativity
Atomic Theory
Quantum Mechanics Theory
SCIENTIFIC METHOD
PROPERTIES OF MATTER
Every substance (matter that has a definiteor constant composition and distinctproperties) has a unique set of properties(physical and chemical).
ys ca proper es: an e measure anobserved without changing theidentity/composition of the substance.
Examples:melting & boiling points, density, mass,
volume, color, shape
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Chemical properties: Describe the way asubstance reacts to form other substances(reactivity). The identity/composition ischanged.
Combustion reaction (reaction with O2):
Decomposition reaction:
C12H22O11 12 C + 11 H2Oheat
Table SugarElementalCarbon Water
Combination reaction:
2 Na + Cl2 2 NaCl
elemental elemental tablesodium chlorine salt
Violent reaction!!!
Both elemental sodium and chlorine are verydeadly (Cl2 was the first poison gas used inWWI).
NaCl (table salt) is an essential nutrient.
2 Na + Cl2 2 NaCl
Properties can be either extensive or intensive.
Extensive properties: Value depends on thequantity of matter.
Examples: Mass, Volume (solid orliquid), Heat, etc.
Intensive properties: Value does not depend onthe quantity of matter. They can be used toidentify a substance.
Examples: Melting and Boiling points,Density, Temperature, etc.
Measurements Quantitative
What kind of measurements?
length
mass
time
temperature
length = 3.61 (magnitude)
without units, this number ismeaningless
Attach units to give meaning, e.g., 3.61 feet
(units)
UNITS ARE VERY IMPORTANTNEED A CONSISTENT SET OF UNITS
International System Of Units (SI)Based on the metric system
SI Base Units (Table 1.2) KNOW THIS TABLE!!!!!
Quantity Unit Symbol
Length meter m
Mass kilogram kg
Time second s (not sec)
Temperature kelvin K
Amount of
Substance
mole mol
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Metric system: Initiated by the FrenchAcademy of Sciences in 1790s.
Metric system decimal system, based onmultiples of ten
: = =.millimeters
English: 1.00 yard = 3.00 feet = 36.0 inches
Prefix Abb. (symbol) Multiple
giga-
mega-
G
M
109 (1,000,000,000)
106 (1,000,000)
kilo- k 103 (1,000)
Decimal multipliers SI prefixesTable 1.3 KNOW THIS!!!!
ec - - .
centi- c 10-2 (0.01)
milli- m 10-3 (0.001)
micro- 10-6 (0.000001)nano- n 10-9 (0.000000001)
pico- p 10-12 (0.000000000001)
femto- f 10-15 (0.000000000000001)
Selected SI Prefixes for length
Greek prefixes for values larger than the basevalue (kilo, mega, giga).
Latin prefixes for values smaller than the basevalue (centi, milli, micro)
Multiplier relationshipsfor length
1 Gm = 1 X 109 m1 Mm = 1 X 106 m1 km = 1 X 103 m
1 dm = 1 X 10-1 m1 cm = 1 X 10-2 m1 mm = 1 X 10-3 m1 m = 1 X 10-6 m1 nm = 1 X 10-9 m1 pm = 1 X 10-12 m1 fm = 1 X 10-15 m
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Scientific notation: A more convenient way ofexpressing very large or very smallnumbers.
1,000,000,000 1 X 109 (a billion)
0.00000136 1.36 X 10-6 (a millionth)Move the decimal for very large or verysmall numbers to the left and right.
KNOW HOW TO USE IT!!!!!!!!
DERIVED UNITSVolume (length)3, m3, cm3
Density (d) mass per unit volumed= mass/volume (Units g/cm3, kg/m3)
Density is a characteristic physical property of asubstance.
OTHER DERIVED UNITS:
area (length)2, speed (distance/time),
acceleration (distance/time2), energy, force, etc.
VOLUME - DIFFERENT UNITS
1 m3 = 1 X 106 cm3
1 m3 = 1 X 103 dm3
1 dm3 = 1 liter (L)
1 L = 1000 mL = 1000 cm3
1 mL = 1 cm3
Liter (L), milliliter (mL), and cm3 Commonunits of volume
Volume relationships
Figure 1.10
Glasswareformeasuringvolume
Figure 1.8
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CALCULATIONSCalculations typically involve convertingbetween units!!!!
Every numerical value should have units!!!
?????Given Units Desired Units
Use DIMENSIONAL ANALYSIS(conversion factors) in calculations (factorlabel method).
Carry units along in all calculations!!!
unitsDesiredunitsGiven
unitsDesiredunitsGiven
ConversionFactor
Given units X (Conversion Factor) = Desired units
Need to identify conversion factors (ratio ofunits) and use them appropriately.
Example:
How many cm3 are in 0.543 L (volume) ?
First, identify what is given (volume in L)an w at s es re vo ume n cm .
Second, use appropriate conversion factorsfor unit conversions.
1 L = 1000 cm3 (exactly)
Divide both sides of the equation by 1000 cm3 :
Conversion factor:
Based on this relationship:
L1
cm1000or
cm1000
L1 3
3
1cm1000
cm1000
cm1000
L133
Why not use 1L/1000 cm3 as the conversionfactor ??
(given units)(conversion factor) = desired units
33
cm543L1
cm1000L0.543
2L1
Because the correct units are not obtained(we have the incorrect units)!!!!
Choose the form of the conversion factorto give the correct units.
33 cm0.000543
cm1000
L0.543
Example:
How many mm are in 1.05 X 10-3 km?
Requires two sets of conversions:
km m mm
mm
km10X051 3-
.
km1
m10X1 3
m10X1
mm13-
310X1.05
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Example:How many cm3 are in 1.00 m3 ?
Conversion factor: 1 cm = 1 X 10-2 m
363
2-
3cm10X1.00
m10X1
cm1m1.00
SECTION 1.8 Handling Numbers (learnon your own)
Precision and Accuracy; SignificantFigures
Note the use of cubic terms !
Temperature: A measure of hotness orcoldness of an object. Determines thedirection of heat flow.
Temperature is different from Heat.
Fahrenheit (F)Celsius (C)kelvin (K)
Fahrenheit Scale: Gabriel Fahrenheit(1686-1736), German physicist, defined 0 Fas the freezing point of water saturated withsalt (NaCl) and 100 F as normal bodytemperature (actually 98.6 F).
He used this salt solution because it wasthe lowest temperature that could bereproduced reliably.
Later, based on pure water:Water boils at 212 F and freezes at
32 F, a 180 F range.
Celsius Scale: Anders Celsius (1701-1744),Swedish astronomer.
Also based on pure water:Water boils at 100 C and freezes at 0 C,a 100 C range.
Sometimes, this scale is referred to as theCentigrade scale or degrees Centigrade. This isan inappropriate term for this temperature scale.
Relate F to C, need to use a conversion factor.
Range: 180 F = 100 C
1C100
C100
C100
F180
C5
F9
C10
F18
C100
F180
conversionfactor
conversion factor
reduced to smallestwhole numbers
One more complication to consider beforeconverting from F to C:
0 C = 32 F
0 F = -17.8 C
Different zeropoints!!!
To convert C to F, we need toconsider these different zero points:
F32C5
F9
CF tt
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Convert F to C; rearrange the precedingequation:
F9
C5F32-C
Ftt
The value 32 is used to compensate forthe difference in zero points between thetwo scales.
Kelvin Scale
This is the SI temperature scale, SI unit oftemperature is the kelvin (K).
Kelvin and Celsius scales have the same stepsize (i.e., a change of 1 C is equal to a changeof 1 K .
Differ in zero points: (0 K = -273.15 oC)Hence, to convert between Celsius and kelvinscales, simply add or subtract 273.15:
TK = tC+ 273.15 or
tC= TK - 273.15
Figure 1.11
Heat and Temperature
Heat is an extensive property. Heat is themeasure of the total kinetic energy in an object.
Temperature is an intensive property.Temperature is a measure of the average kineticenergy in an object.
Consider two containers of water:
One has a volume of 1.00 L; the other has avolume of 0.10 L
Both at the same temperature (say 45 C); thecontainer with more water has more heat.
Classify matter based on composition andproperties.
Substance (pure): Matter that has adefinite or constant composition and
Classification of Matter
o e e .
CH4 -------- methane (natural gas)
O2 --------- diatomic oxygen
CH3CH2OH --- alcohol
Na --------- sodium metal
A substance has definite physical and chemicalproperties.
A substance can be either an element or acompound.
Element: A substance that cannot be decomposed
chemical means.
Elements are the building blocks of chemistry.
115? elements known; 82 naturally occurring
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Elements: Names and Symbols
Name Symbol Latin Names
Hydrogen H
Carbon C
Calcium Ca
Oxygen O
o um a a r um
Potassium K Kalium
Iron Fe Ferrum
Tin Sn Stannum
Lead Pb Plumbum
Silver Ag Argentum
Copper Cu Cuprum
Table 1.1Page 12
Most elements are found in naturechemically combined with other elements.
Compounds: Substances composed of 2 ormore elements combined in fixed proportions(i.e., have a definite composition).
CH4 ------------ compound
CH3CH2OH ------- compound
O2 ------------- element
Na ------------- element
substances
For example, Ammonia (compound)
NH3 1.0000 g
0.1776 g H definite proportions
.
1.00 g H to 4.63 g N
Mixtures of Substances
Mixture: A combination of 2 or more
substances in which the substances retaintheir distinct identities.
xtures have var a e ar traryelemental composition.
A pure substance has a definitecomposition.
Two Types of Mixtures
Homogeneous: Mixtures that are uniformthroughout at the molecular level calledsolutions.
Exam les: Beer; Air; Salt dissolved in Water
Heterogeneous: Mixtures that are not uniformthroughout; do not have the same composition,properties, and appearance throughout.
Examples: Sugar & Salt; Sugar & Sand,Sand & Water
Mixtures can be separated into puresubstances by physical means.
Separation is based on different physicalproperties of substances in the mixture.
s a on, ra on, c roma ograp y
Local example: American Crystal Sugar
Oil Refineries
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SIMPLE FILTRATION SETUP
Glass Funnel
lined withfilter paper
Glass Beaker
Simple Distillation Apparatus
Figure 1.5
Matter: Three states (physical forms) ofmatter.
(gas, liquid, solid)
Gas (vapor) No fixed volume or shape;expands to fill its container; fluid (flows).
Liquid Has a distinct volume but nospecific shape; fluid.
Solid Has a specific shape and volume;rigid.