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Welcome to Chemistry General Chemistry 1 CHEM 1341 Instructor: Jeff McVey 2 Introduction Chemistry the study of matter and its properties, the changes that matter undergoes, and the energy associated with those changes Matter the physical material of the universe; anything that occupies space and has mass Section 1.1 How Small is an Atom

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Page 1: Chapter+1+Lecture

Welcome to Chemistry

General Chemistry 1

CHEM 1341

Instructor:

Jeff McVey

2

Introduction

• Chemistry– the study of matter and its properties, the

changes that matter undergoes, and the energy associated with those changes

• Matter– the physical material of the universe;

anything that occupies space and has mass

Section 1.1

How Small is an Atom

Page 2: Chapter+1+Lecture

Scanning Tunneling Microscope (STM) Image

71.3 Angstrom

Components of Every Atom

Formation of the Elements

Page 3: Chapter+1+Lecture
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Introduction

• Chemistry– the study of matter and its properties, the

changes that matter undergoes, and the energy associated with those changes

• Matter– the physical material of the universe;

anything that occupies space and has mass

Section 1.1

11

States of Matter

• Gas– has no fixed volume or shape– conforms to the volume and shape of its

container– compressible

• Liquid – has a fixed volume, but no fixed shape– conforms to the shape of its container

• Solid – has a fixed volume and a fixed shape

Section 1.2

Kinetic Energy

• ki·net·ic (k -n t k, k -)adj.– Of, relating to, or produced by

motion.

• Kinetic Energy is the energy that comes from Motion. The Faster something is moving the higher the kinetic energy.

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States of MatterSection 1.2

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Changes in States of Matter

Movie

Section 1.2

15Pure Substance (or Substance)

• Matter that has a fixed composition and distinct properties; pure substances contain only one kind of matter

– elements

– compounds

Section 1.2

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Classification of Substances

• Elements

– substances that can not be decomposed into simpler substances by chemical means

• Compounds

– composed of two or more elements; can be decomposed by chemical means

Section 1.2

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Periodic TableSection 1.2

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Diatomic Molecules

• Elements which exist naturally as a combination of two atoms

– H2, N2, O2, F2, Cl2, Br2, I2

Cl Cl O O

Section 1.2

Page 7: Chapter+1+Lecture

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Compounds

Compounds are a combination of two or more elements

Section 1.2

H H

OA molecule of water, H2O, contains two atoms of hydrogenand one atom of

oxygen.

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Summary

Molecules are structures consisting of two or more atoms that are chemically bound

together and behave as an independent unit.

Section 1.2

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Examples

• H2

• H2O

• NaCl

• Ar

• C6H12O6

molecule

compound

compound

atom

compound

Section 1.2

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Properties

• Physical Properties

– those that we can measure without changing the basic identity of the substance

• Chemical Properties

– describes the way a substance may change or react to form another substance

Section 1.3

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Properties

• Intensive Properties

– characteristics of substances whose values do not depend on the amount of material chosen

• Extensive Properties

– characteristics of substances whose values do depend on the amount of material chosen

Section 1.3

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Changes in Substances

• Physical Changes

– changes in the physical appearance of a substance but not the basic identity

• Chemical Changes

– changes where a substance is transformed into a chemically different substance

Section 1.3

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Combinations of Substances

• Mixtures

– combinations of two or more substances in which each substance retains its own chemical identity and its own properties

• homogeneous mixtures

• heterogeneous mixtures

Section 1.3

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Types of Mixtures

• Homogeneous Mixtures

– characterized by being uniform throughout the sample

• Heterogeneous Mixtures

– characterized by not having the same composition, properties, and appearance throughout

Section 1.3

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Separating Mixtures

• Methods of Separating Mixtures

– filtration

– distillation

– chromatography

Section 1.3

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Filtration

Filtration is used to separate

heterogeneous mixtures.

Section 1.3

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Distillation ApparatusSection 1.3

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Measurements

• SI Units

Mass kilogram (kg)Length meter (m)Time second (s or sec)Electric Current ampere (A)Temperature Kelvin (K)Luminous Intensity candela (cd)Amount of Substance mole (mol)

Section 1.4

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Metric System PrefixesSection 1.4

E-Instruction

Which of the following is an extensive property?

A. boiling pointB. volumeC. colorD. densityE. temperature

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E-Instruction

Which of the following is not a homogeneous mixture?

A. hot teaB. salt and waterC. sugar and waterD. sand and waterE. cherry Kool-Aid

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E-Instruction34

Which of the figures represents molecules of a compound?

A B C D

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Metric conversions

To convert meters to millimeters…

or 1000 mm1 m

1 mm10-3 m

Which unit is larger? Give that unit the 1.

E-Instruction

How many centimeters are in a meter?

A. 1B. 0.01C. 100D. 1000E. 0.001

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Scientific Notation

0.000135

18900000

1.35

Number between 1 and 10

x 10-4

1.89 x 107

Number between 1 and 10

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Mass

• Mass

– a measure of the amount of material in an object

• Weight

– a measure of the attraction between the sample and a gravitational field

Section 1.4

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Measurements

• Volume

1 mL = 1 cc = 1 cm3

• Density

Density =volumemass

Section 1.4

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Understanding DensitySection 1.4

10.0 g

Contains 10 mLof distilled H2O

Contains 10 mLof Hg

136.0 g0.0 g 0.0 g

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Example

A sample of carbon tetrachloride, a liquid once used in dry cleaning, has a mass of 39.75 g and a volume of 25.0 mL. What is its density?

Section 1.4

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Example

The density of magnesium is 1.74 g/cm3. What is the volume of 275 g of this metal?

Section 1.4

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Temperature

• A measure of the hotness or coldness of an object

– Fahrenheit

– Celsius

– Kelvin

Section 1.4

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°F = 95

( °C) + 32

K = °C + 273.15

Conversions

°C = 59

( °F - 32)

Section 1.4

45Comparison of Temperature Scales

100° 100° 180°

Section 1.4

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Example

Perform the following conversion:

72 °F to °C and K

Section 1.4

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Numbers

• Exact Numbers

– those numbers whose values are known exactly; obtained by counting or by definition

• Inexact Numbers

– those numbers whose values have some uncertainty; obtained by measurement

Section 1.5

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Recording Numbers

• Precision

– a measure of how closely individual measurements agree with one another

• Accuracy

– refers to how closely individual measurements agree with the correct or “true” value

Section 1.5

Page 17: Chapter+1+Lecture

Comparison of Precisionand Accuracy

Good accuracyGood precision

Poor accuracyGood precision

Poor accuracyPoor precision

50

beaker graduated cylinder

buret

Uncertainty in Measurements

47 mL 36.4 mL 20.38 mL

10 1 0.1

There is a sign that says 150,000 gallons/second of water flows over

Niagra Fallshttp://www.youtube.com/watch?v=V1opPtgB6d4&feature=related

Page 18: Chapter+1+Lecture

The sign also says that 567,810 L/s flows over the falls

• This is a gross misuse of significant figures.

• There is an inherent uncertainty in the initial measurement that implies an approximate flow of 140,000 to 160,000 gal/s or +/- 10,000 gal.

• How can you then convert your original measurement to a number that is plus or minus 10 L which about the volume of your average toilet tank.

Rules for CountingSignificant Figures

• All nonzero digits are significant. (1,5,9,2)

• Zeros between nonzero digits are significant. (5.007)

• Zeros to the left of the first nonzero digit are not significant. (0.00027)

• Zeros that fall both at the end of a number and to the right of the decimal point are significant. (0.00250)

• When a number ends in zeros but contains no decimal point, the zeros may or may not be significant. (5200) 2

E-Instruction

Which of the following numbers has three significant figures?

A. 0.001B. 0.0460C. 100D. 3.0 x 102

E. 7.246

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Significant Figuresand Calculations

• Multiplication/Division

– the result must be reported as having no more significant figures than the measurement with the fewest significant figures (23.40 x 0.560 = 13.1)

• Addition/Subtraction

– the result should be reported to the same number of decimal places as that of the term with the least number of decimal places (23.40 + 0.560 = 23.96)

E-Instruction

Complete the following calculation to the correct number of significant figures:

7.8716.1 – 8.44

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=

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Dimensional Analysis

A method of problem solving in which units are carried through all calculations.

Dimensional analysis ensures that the final answer of a calculation has the

desired units.

Section 1.6

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Example

• How many seconds are there in 18 hours?

• How many kilometers are in 26 miles?(1 mile = 5,280 feet, 1 inch = 2.54 cm)

• How many kg/m3 are in 1.74 g/cm3?

Section 1.6