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Matter and Measurement

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Scientific Method A method of acquiring knowledge by testing ... Volumetric flasks are used to contain specific volumes of liquid. 7/12/09. Prof. G. Matthews ... – PowerPoint PPT presentation

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Title: Matter and Measurement


1
Matter and Measurement
  • Prof. G. Matthews

2
Scientific Method
  • Scientific Method A method of acquiring
    knowledge by testing theories.
  • Experiments are performed to form a Hypothesis,
    which if confirmed may lead to a Scientific
    Theory.

3
Scientific Method
  • Definitions
  • Fact A statement that is based on direct
    experience.
  • Hypothesis - is a statement that is not obvious
    but is used to explain the facts.
  • Theory A model that explains many interrelated
    facts and can be used to make predications about
    natural phenomena.

4
Scientific Method
  • Screening of biological extracts (1960s)
  • One of these extracts was found to exhibit marked
    antitumour activity
  • 1967 Wall and Wani, isolated the active compound,
    from the bark of the Pacific yew tree (Taxus
    brevifolia).

5
Difference Between Mass and Weight
  • The difference between mass and weight
  • Mass is defined as the amount of material in an
    object.
  • Weight is the force that mass exerts due to
    gravity.

6
Uncertainty in Measurement
  • Syringes, burettes and pipettes deliver liquids
    with more accuracy than graduated cylinders.
  • Volumetric flasks are used to contain specific
    volumes of liquid.

7
Uncertainty in Measurement
  • Exact number
  • Number whose value is known exactly.
  • Defined value
  • 1000 g 1 kg.
  • 1 m 100 cm.
  • Counting small numbers of objects.

8
Uncertainty in Measurement
  • Inexact number
  • Number whose value has some uncertainty.
  • Numbers obtained by measurement
  • Equipment and human error.
  • Counting very large number of objects.
  • Uncertainties always exist in measured quantities.

9
Uncertainty in Measurement
  • Precision
  • How closely individual measurements agree with
    one another.
  • Accuracy
  • How closely individual measurements agree with
    the correct value.

10
Significant Digits
  • Significant Figures
  • Only the number of digits that are known with
    certainty are significant.
  • On ruler A, each division is 1 cm. On ruler B,
    each division is 1 cm and each subdivision is 0.1
    cm.

11
Significant Digits
  • The data collected represents the uncertainty
    found in a measurement. Watch C has the least
    uncertainty.

12
Significant Digits
  • Significant Figures
  • Measurements are always given to 1 digit of
    uncertainty beyond the last certain digit
  • 2.2405 /- 0.0001g
  • 2.2406g or 2.2404g
  • The last digit in a measured quantity is assumed
    to be uncertain.

13
Significant Digits
  • All digits of a measured quantity are called
    significant figures.
  • Example
  • 3.2 g has two significant figures.
  • 2.4907 has 5 significant figures.
  • The more significant figures in a measurement,
    the greater the certainty in the measurement.

14
Significant Digits
  • Rules for Significant Figures
  • Non-zero numbers are always significant.
  • 2.294g 4 significant figures.
  • Zeros between non-zero numbers are always
    significant.
  • 1005 kg 4 significant figures.

15
Significant Digits
  • Zeros before the first non-zero digit are not
    significant.
  • 0.0003g 1 significant figures.
  • Zeros at the end of the number after a decimal
    place are significant.
  • 0.0200g 3 significant figures.
  • Zeros at the end of a number before a decimal
    place are ambiguous.
  • 10,300 g 3 significant figures.

16
Significant Digits
  • To overcome this ambiguity convert the number to
    scientific notation
  • The number of digits remaining is the number of
    significant figures
  • 2.50 x 102 cm has 3 significant figures.
  • Web assignment Significant Figures

17
Significant Digits
  • Exact numbers can be treated as if they have an
    infinite number of significant figures.
  • 12 in 1 foot is exact.
  • Calculations
  • The least certain measurement used in a
    calculation limits the certainty of the
    calculated quantity.
  • The final answer for any calculation should be
    reported with only one uncertain digit.

18
Rounding off Nonsignificant digits
  • Rounding off excess digits
  • If the first nonsignificant figure is less than 5
    round down.
  • If the first nonsignificant figure is 5 or
    greater round up.
  • Round off at the end of the mathematical
    operation.

19
Adding and Subtracting Measurements
  • Addition and Subtraction
  • The result can have no more decimal places than
    the measurement with the fewest number of decimal
    places.
  • Multiplication and Division
  • The result is reported with the same number of
    significant figures as the measurement with the
    fewest significant figures.

20
Exponential Numbers
  • When a value is multiplied times itself, the
    process is indicated by a superscript.
  • This number is called an exponent.
  • positive for all numbers greater than 1.
  • negative for all numbers less than 1.

21
Exponential Numbers
  • Several relevant examples of 10 being raised to
    an exponential power.

22
Scientific Notation
  • Convert big and small numbers into powers of 10
    by moving the decimal point to the left or to the
    right giving us a coefficient and an exponent.
  • The coefficient is always greater than 1 and less
    than 10.
  • The exponent is positive for numbers greater than
    0 and negative for numbers less than 0.
  • Web Assignment Scientific Notation

23
Unit Equations and Unit Factors
  • Dimensional Analysis
  • Carry the units associated with the calculation
    and manipulate them algebraically.
  • To convert from one unit to another, use a
    conversion factor.
  • Conversions involving volume
  • Need to cube both number and unit

24
Unit Equations and Unit Factors
  • Using two or more conversion factors
  • Use two or more conversion factors to convert
    from one unit to another if the relationship
    between the two units is not defined.
  • Conversions involving volume
  • Need to cube both number and unit
  • Web Assignment Conversion Factors

25
Units of Measurement
Web Assignment Metric System
26
Units of Measurement
  • Temperature
  • Determines the direction of the heat flow between
    us and the object.
  • Heat flows from a high temperature object to a
    low temperature object.

27
Units of Measurement
  • Density
  • Derived SI unit
  • Density Mass/Volume
  • Units g/cm3, g/mL, g/L.
  • Density is temperature dependent!

28
Classification of Matter
  • Matter
  • Physical material of the universe that has mass
    and occupies space.
  • Pure Substances
  • Matter that has distinct properties and
    composition that doesnt vary from sample to
    sample i.e. H2O, NaCl.
  • Atoms
  • Smallest building blocks of matter.

29
Classification of Matter
  • Element
  • Cant be decomposed into simpler substances.
    Contains only one kind of atom. i.e. Ag.
  • Symbol derived from English or Latin languages or
    the discoverer.

30
Classification of Matter
  • Molecules
  • Two or more of the same atoms combine together.
  • 7 diatomics H2, N2, O2, F2, Cl2, Br2, I2.

31
Classification of Matter
  • Compound
  • Two or more different elements combine together.
    i.e. H2O (Molecular compounds)
  • Properties of compounds are different than its
    constituent elements.
  • Law of Constant Composition or Law of Definite
    Proportions (Proust)
  • The proportions of elements in compounds are the
    same irrespective of how the compound was formed.

32
Classification of Matter
  • Examples of molecules and compounds.

33
Classifications of Matter
  • Mixtures
  • One or more substances not chemically bonded
    together.
  • Each substance retains its own chemical identity.
  • Composition of mixtures can vary.

34
Classifications of Matter
  • Heterogeneous Mixture doesnt have the same
    composition throughout i.e. rocks.
  • Homogenous (solutions) Mixtures that are uniform
    throughout i.e. air.
  • Separate mixtures into its individual components
    by taking advantage of their properties.

35
Properties of Matter
  • Physical Properties
  • Can be measured without changing the identify and
    composition of the substance.
  • Color, odor, density, melting point, boiling
    point, and hardness.
  • Chemical Properties
  • Describe how a substance may react.

36
Properties of Matter
  • The products have different chemical and physical
    properties than the reactants.

37
Properties of Matter
  • Intensive properties
  • Dont depend on the amount of the sample.
  • Temperature, melting point and density.
  • Extensive properties (relate to the amount)
  • Depend on the amount of the sample.
  • Mass, volume, pressure.

38
Properties of Matter
  • Physical change
  • Substance changes its physical appearance but
    not its composition.
  • Any change of state is a physical change.
  • i.e. change of state of water.
  • Chemical change
  • Substance is transformed into a chemically
    different substance.
  • Burning of hydrogen in oxygen to form water.

39
Classification of Matter
  • Properties of States
  • Solid molecules held tightly together by
    attractive forces in definite arrangement.
    Molecules can vibrate in place.
  • Liquid molecules held together by attractive
    forces, but not so tightly, so that the molecules
    can slide over each other.
  • Gas, molecules are weakly attracted to each other.
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