Title: Chapter 1 Chemical Foundations
1Chapter 1Chemical Foundations
- CHY 115 General Chemistry I
2Chapter Outline
- Overview of chemistry
- Methods of science
- Measurements
- Unit systems
- Quantities measured
- Taking measurements
- Accuracy and precision, types of error
- Significant figures and calculations
- Dimensional analysis
- Temperature
- Density
- Classification of matter
3Chemistry
- Chemistry study of the matter of the universe
and the changes that this matter undergoes - Matter anything that has mass and occupies
space - Examples of matter and non-matter
4Chemistry
- What chemists study about the matter
- Composition
- Structure
- Properties
- Chemical changes the matter will undergo
- Relationship between the matter and
- The environment
- Human health
5Better living (?) through chemistry
6The Scientific Method (1.2)
- The scientific method describes a framework by
which science is conducted. - Scientific method has been described as organized
common sense. - Methodical approach to problem-solving.
7Scientific Method
- Observations ? questions
- Develop hypotheses to explain observations
- Test hypotheses
- Make predictions, if hypothesis is true then.
- Test accuracy of the prediction
- Repeat the process, test new hypotheses
- Analyze results and share findings and conclusions
8Scientific Inquiry
- Observations ? Questions
- Observations must be recordable and repeatable
- Observations may be
- Quantitative
- or
- Qualitative
9Scientific Inquiry
- Develop and test hypotheses
- Hypothesis tentative explanation of the
observations based on limited data - Make predictions based on the hypothesis
- Test accuracy of the prediction
- Data collected generates new observations which
in turn, often leads to more hypotheses to test - Repeat for all hypotheses
10Scientific Inquiry
- Analyze results and share findings and
conclusions - Publish results in journals
- Present findings at conferences..
- Public versus Private Research
11Types of Research
- Basic research
- scientific research for the sake of knowledge, no
immediate application in mind. - Applied research
- scientific research with the short-term goal of
solving a specific problem - begin the research with an application in mind.
12Theories
- After significant research theories/models are
developed to explain the observations - Theory well-tested explanation of some part of
nature that explains a broad range of
observations - Supported by significant data
- Subject to rigorous testing and revision when
needed
13Natural Law versus Theory
- Natural Law
- Statement/summary of observed behavior
- Law of conservation of matter
- Theory (also called a model)
- Explanation of observed behavior based on
significant data - Theories attempt to explain laws
14Factors Impacting Scientific Inquiry
- The direction of scientific research is impacted
by many factors - Theories and technology of the day
- Money
- Religion
- Politics
- World conditions
15Units of Measure (1.3)
- Much of chemistry is based on analysis of
quantitative observations - A quantitative observation is obtained by
measurement and includes a number and a unit.
16Unit Systems
- English system
- Used in United States
- Metric system
- Used in science
- International system (SI)
- Based on the metric system
- UNITS MATTER!
17Unit Systems
- English System
- Used in U.S.
- Little logic to the units
- Examples
18Unit Systems
- Metric System
- Developed in the late 1700s and adopted after
the French Revolution - A base (or fundamental) unit is defined for each
quantity measured - The size of the base unit can be modified by
adding a prefix
19Unit Systems - metric
- Quantity Base unit Symbol
Length Meter m
Mass Gram g
Volume Liter L or l
20Unit Systems - meteric
- Metric Prefixes, see page 9
Mega M 106
Kilo k 103
BASE L, m, g 100
Deci d 10-1
Centi c 10-2
Milli m 10-3
Micro m or mc 10-6
Nano n 10-9
21Unit Systems
- Using prefixes
- Base unit meter
- Kilometer km _________ m
22Unit Systems
- International System (SI)
- Adopted in 1960
- Internationally agreed upon set of units
- Used in industry and science
- See page 9
23What chemists measure
- Length distance between 2 points
- Metric base _____________
- Mass quantity of matter present
- Base unit __________
- Weight measure of gravitational pull on an
object - Base unit ___________
24Mass and Weight
- Measure mass on a balance.
- Measure weight on a scale.
25Volume
- Volume amount of three dimensional space
occupied by an object - SI base meter3
- Metric base Liter dm3
- dm ______ cm
- dm3 ___________ cm3
- Equivalent units
- mL _______ ________
26Uncertainty in Measurement (1.3)
- All measurements include some degree of
uncertainty - A properly taken measurement includes all of the
certain digits and one uncertain (estimated) digit
27Taking measurements
- When taking a measurement you record
- All known digits
- those marked on the measuring device
- One estimated digit
- A multiple of 1/10 the smallest marked unit on
the measuring device
28Taking measurements
- Thermometer example
- Graduated cylinder example
29Accuracy and Precision
- Accuracy how close a measured value agrees with
the true value - Ideally values will differ in only the estimated
digit
30Accuracy and Precision
- Precision how closely repeated measurements
agree with each other - Ideally the values will differ in only the
estimated digit
31Evaluating a measuring device
- Good measuring devices are both accurate and
precise - Readings taken with a precise, but not accurate
measuring device can be corrected.
32Types of Errors
- Random error
- Value has an equal probability of being high or
low - Compensate for random errors by
- Systematic error
- Value recorded is consistently low or high
- Compensate for systematic errors by
33Significant Figures and Calculations (1.5)
- A measurement includes all the certain digits and
one estimated (uncertain) digit - These digits are called the significant figures
of a measurement. - All calculations based on measurements must
reflect the uncertainty of the original
measurements.
34Significant Figures
- Rules for counting significant figures
- Rules for rounding off calculations based on
significant figures
35Counting Significant Figures
- All nonzero integers are significant.
- 35.76 g _______ sig. fig.
36Counting Significant Figures
- Zeros
- Leading zeros are NEVER significant
- 0.0037 mL _____ sig fig
- Captive zeros are ALWAYS significant
- 7.098 g ______ sig. fig.
37Counting Significant Figures
- Zeros
- Trailing zeros are significant only if the value
includes a decimal place. - 3570 g ______ sig. fig.
- 7.500 kg ______ sig. fig.
38Counting Significant Figures
- Exact Numbers have unlimited significant figures
- Numbers obtained by counting
- 23 students
- Definitions
- 1 foot 12 inches
- 1 inch 2.54 cm (exactly)
39Rules for Rounding Off
- If the first digit to be removed is
- Less than 5, the preceding digit remains the same
- 5 or greater, the preceding digit is increased by
1
40Significant Figures and Calculations
- Multiplication and Division
- The answer is rounded to the same number of sig.
fig. as the measurement with the fewest sig. fig. - (3.50 x 102 mL) x 0.7030 g/mL
41Significant Figures and Calculations
- Addition and Subtraction
- The answer is rounded to the same number of
decimal places as the measurement with the fewest
decimal places. - 32.05 g 5.3978 g 6.30 g
42Dimensional Analysis (1.6)
- Convert the number of minutes left in class to
seconds. - Open to Appendix A26
- PRACTICE!
43Dimensional Analysis
- The largest pumpkin at last years Windsor fair
weighed 673 pounds. - Express the mass of this pumpkin in grams and in
kg.
44Dimensional Analysis
- A block of wood has a volume of 2.50 ft3.
- Express the volume of the wood block in cm3.
45Dimensional Analysis
- The world's oceans have a surface area of
361,100,000 square kilometers. - Express this surface area in square miles. Please
put your final answer in scientific notation.
46Dimensional Analysis
- Water has a density of .998 g/mL at room
temperature. - Express the density of water in pounds/gallon.
- Game plan?
47Temperature (1.7)
- Temperature Scales (units)
- Fahrenheit (0F)
- Used in this country
- Celsius (0C)
- Used in the physical science
- Kelvin (K)
- SI unit for temperature
- Used in gas law calculations
48Temperature
Fahrenheit Celsius Kelvin
Boiling point water
Degrees between fp and mp
Freezing point water
49Temperature
Fahrenheit 0F Celsius 0C Kelvin K
Boiling point water 212 100 373.15
Degrees between fp and bp 180 100 100
Freezing point water 32 0 273.15
50Temperature Conversions
- TK TC 273.15
- TC (TF - 32)
- 1.8
- TF (1.8) TC 32
51Temperature Conversions
- Express 68.20 F in in 0C and in K
- Express 78.50 C in 0F.
- Express room temperature in K.
52Density (1.8)
- Density mass of an object
- volume of object
- Density is a physical property that is often used
to identify an object (along with bp and mp)
53Density
- Density mass of an object
- volume of object
- Mass - is expressed in grams
- Volume is expressed in
- mL or cm3 for solids and liquids
- L for gases
54Density
- Density units
- Solids and Liquids
- g/mL or g/cm3
- Gases
- g/L
- English System
- Pounds/foot3
55Density
- Density of water is 1g/mL at room temperature.
- What is the approximate mass of water in a 0.5 L
water bottle? - What is the volume of 150 grams of water?
56Density - FYI
- Objects with a density greater than 1g/mL sink in
water. - Objects with a density less than 1g/mL float in
water.
57Density - FYI
- The density of the elements can be found on the
periodic table. - Examples
- The density of compounds must be looked up in
reference books.
58Density
- Calculating density
- Convert data to the appropriate units
- Plug data into the density formula
- Round answer to the correct number of sig. fig,
59Using Density in Calculations
- What is the mass in pounds of a stack of boards
that measures 4.0 feet by 4.0 feet by 8.0 feet if
the density of the wood is 0.74 g/cm3. - Game plan?
60Classification of Matter(1.9)
- Physical states
- Solid, liquid gas
- Physical and chemical properties
- Composition
- Pure substances - Elements and compounds
- Mixtures - Homogeneous and heterogeneous
61Physical States of Matter
- A substances state of matter is related to the
strength of the attractive forces among the
matters particles - E.g. solids have very strong attractive forces
between particles and gases very weak forces
62Solids
- Shape
- fixed/definite
- Volume
- fixed
- Varies slightly with temperature
- Particles are closely packed, rigidly arranged,
and strongly attracted to each other
63Liquids
- Shape
- A liquid takes the shape of the bottom of the
container up to the volume it fills - Volume
- fixed/definite
- Varies slightly with temperature
- Particles are sliding over each other and
moderately attracted to each other
64Gases
- Shape and Volume
- A gas takes the shape and volume of a closed
container - Gases expand or compress to fill a closed
container - Gas particles are far apart, moving very rapidly
as they bounce off each other and the walls of
the container - Gas particles are very weakly attracted to each
other
65Properties of Matter
- Physical property
- Characteristic of a substance that can be
determined without changing the chemical
composition of the substance - Physical change
- Change in a substances physical properties
without a change in chemical composition
66Properties of Matter
- Chemical property ability of a substance to
form new substances - Always involves a change in chemical composition
of the substance - Chemical change
- Change in a substances chemical composition
- Also called a chemical reaction
67Composition of Matter
- Pure Substance - matter with definite composition
- Elements and compounds are pure substances
- Mixture matter with variable composition
- 2 or more pure substances present
- Not chemically joined/bonded to each other
68Pure Substances
- Element substance that cannot be broken down
into other substances by chemical means - Compound 2 or more (different) elements joined
in a definite ratio - Compounds can be broken down into elements by
chemical means
69Mixtures
- Mixture matter with variable composition
- 2 or more pure substances mixed together
- The components of a mixture are not joined to
each other in any fixed ratio
70Mixtures
- Homogeneous mixture
- Mixture with the same properties throughout
- Also called a solution
- Examples
- Heterogeneous mixture
- Mixture with regions that have different
properties - Examples
71Practice
- 67 on page 34
- 71 on page 35
72Separating Mixtures
- Most matter in the world is a mixture
- To separate the components of a mixture, chemists
take advantage of differences in the physical
properties of the mixtures components. - Not always easy!
73Separating Mixtures
- Filtration
- Used to separate a solid from a liquid in a
heterogeneous mixture
74Separating Mixtures
- Can filtration be used to separate sugar from
water in sugar water? - Why or why not?
75Separating Mixtures
- Distillation
- Separates mixtures based upon differences in
volatility - Volatility
- Volatility is related to a substances boiling
point - A highly volatile substance will have a _______
boiling points.
76Distillation
- Distillation works best when there is at least a
100 C difference in boiling points. - Consider a mixture of water and ethanol.
- Boiling point water ____________
- Boiling point ethanol ______________
77Distillation Apparatus
78Distillation
- Heat the mixture to the b.p. of the substance
with the lower b.p. - Change of state occurs
- Ethanol becomes a gas
- Ethanol vapors expand to fill the distillation
apparatus
79Distillation
- Ethanol gas enters the water cooled condensing
tube - Change of state occurs as the ethanol is cooled
below __________ - Ethanol gas condenses and forms a liquid
- Ethanol liquid drips into the collecting container
80Distillation
- Temperature shoots up to the bp of water
- Change of state occurs
- Water becomes a gas
- Water vapors expand to fill the distillation
apparatus - Water vapors enter the condensing tube
- Water condenses to form a liquid