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The Nature of Science and
Technology
Chapter 2 – Section 1
• Measurement – A Common Language
– A Standard Measurement System
• Metric System
• International System of Units (SI)

– Length
• Units of Length
• Measuring Length

– Mass
• Units of Mass
• Measuring Mass
• Difference Between Mass and Weight

– Volume
• Volume of Liquids, Solids, Irregular Solids

– Density
• Units of Density
• Densities of Common Substances

– Time
• Units of Time
• Measuring Time

– Temperature
• Units of Temperature
• Measuring Temperature
Key Concepts
• Why do scientists use a standard
measurement system?
• What are the SI Units of measure for
length, mass, volume, density, time, and
temperature?
• How are conversion factors useful?
Standard Measurement System
• Metric System
– Developed in France (1790s)
– Universal system called the Metric System
– System of Measurement based on the
number 10
Standard Measurement System
• International System of Units (SI)
– Version of metric system used by modern
scientists
– Scientists use SI units to measure length,
volume, mass, density, temperature, and time
– Standard system of measurement allows
scientists to compare data and
communicate with each other about their
results
SI Units
• Based on multiples of 10
• Each unit is 10 times larger than the next
smallest unit and one tenth (1/10) the size
of the next largest unit
• Refer to Figure 1 – Pg 45
Length
• Units of Length
– Distance from one point to another
– The basic unit of length in the SI system is
the meter (m).
– To measure smaller objects, use centimeter
(cm) or millimeter (mm)
Length
• Measuring Length
– Tools – Metric ruler
• Centimeter markings
Mass
• Mass is a measure of the amount of
matter an object contains.
• Units of Mass
– The basic unit of mass in the SI system is
the kilogram (kg).
– To measure the mass of smaller objects, use
gram (g) as the unit
Mass
• Measuring Mass
– Balance
• Triple Beam Balance
– Appendix C for directions
Mass
• Difference Between Mass and Weight
• Weight is a measure of the force of
gravity acting on an object
• Mass is a measure
of the amount of
matter an object
contains.

• Weight is a measure
of the force of
gravity acting on an
object
Learning Check
• What is the basic unit of length in the SI
system?
• What is mass?
• What is the basic unit of mass in the SI
system?
Volume
• Volume is the amount of space an
object takes up.
• Volume of Liquids
– To measure the volume of a liquid, use a unit
known as the liter (L)
– For smaller volumes use milliliters (mL)
Volume
• Volume of Rectangular Solids
– Volume of a solid object, use cubic centimeter
(cm3)
– For solids with larger volumes, scientists
use the SI unit known as the cubic meter
(m3)
– Volume = Length x Width x Height
– Example: 20cm x 6cm x 25cm = 3000 cm 3
Volume
• To calculate volume… (pg 50 and 51)
– Multiply the numbers
– Multiply the units
– ***Make sure you use the same units for all
measurements when calculating the volume
of a regular solid***
Volume
• Volume of Irregular Solids
• Can you measure length? Width? Or
Height???
• Instead… try immersing the object in
water
– Water level will rise
– Displacement of volume can be determined
Vocabulary: Meniscus
• The curved upper surface of a liquid in a
column of liquid
• Draw picture
Density
• The measure of how much mass is
contained in a given volume
• Density = Mass/Volume
Density
• Units of Density
– Density is made up of two other
measurements
• Mass
• Volume

– An object’s density is expressed as a
combination of two units.
– Example: grams per cubic centimeter
– Example: grams per milliliter (g/mL)
Densities of Common Substances
• Figure 6 – Pg 53
Time
• Units of Time
• The second (s) is the SI unit
used to measure time.
Time
• Measuring Time
– Clocks
– Watches

• Look at conversions for time (pg 53)
Temperature
• Units of Temperature (pg 54)
– Celsius temperature scale
– Water freezes at 0 degrees Celsius
– Water boils at 100 degrees Celsius
– Human body temperature is 37 degrees
Celcius
– Kelvin scale (K) is the official SI unit for
temperature
Temperature
• Measuring Temperature
– Thermometer
Converting Between Units
• Need to know conversion factor
• A conversion factor is an equation that
shows how two units of measurement are
related
Converting Between Units (pg 55)
• Write down the measurement you want to
convert
• Find conversion factor that relates the two units
you are converting
• Write conversion factor as a fraction (include
units)
• Multiply the measurement you are converting
from by the fraction
– Units will cancel out with the units in the denominator
of fraction
Chapter 2: Section 2
Mathematics and Science
Estimation
• An estimation is an approximation of a
number based on reasonable
assumptions
• Scientists rely on estimates when they
cannot obtain exact numbers

• Not the same as guessing because an
estimate is based on known information!
Accuracy
• Refers to how close a measurement is to
the true or accepted value
Precision
• Refers to how close a group of
measurements are to each other
Accuracy and Precision in
Measurements
• Both accuracy and precision are important
when you make measurements
• See Figure 11 – pg 62
Significant Figures
• The digits included in a measurement
• Include all of the digits that have been
measured exactly, plus one digit whose
value has been estimated
Significant Figures
• Adding and Subtracting
– The answer can only have as many figures
after the decimal point as the measurement
with the fewest figures after the decimal
Percent Error
• Percent error calculations are used to
determine how accurate, or close to the
true value, an experimental value really is
• Percent error = Difference between
experimental value and true value/True
value x 100%
• A low percent error means that the result
you obtained was very accurate
• A high percent error means that your
result was not very accurate
Mean, Median, and Mode
• Mean – Add up all numbers and divide by
the number of data added up
• Median – Middle number in a row of
numbers (lowest to highest)
• Mode – Numbers that appears the most in
a given set of data

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The Nature of Science and Technology Chapter 2

  • 1. The Nature of Science and Technology Chapter 2 – Section 1
  • 2. • Measurement – A Common Language – A Standard Measurement System • Metric System • International System of Units (SI) – Length • Units of Length • Measuring Length – Mass • Units of Mass • Measuring Mass • Difference Between Mass and Weight – Volume • Volume of Liquids, Solids, Irregular Solids – Density • Units of Density • Densities of Common Substances – Time • Units of Time • Measuring Time – Temperature • Units of Temperature • Measuring Temperature
  • 3. Key Concepts • Why do scientists use a standard measurement system? • What are the SI Units of measure for length, mass, volume, density, time, and temperature? • How are conversion factors useful?
  • 4. Standard Measurement System • Metric System – Developed in France (1790s) – Universal system called the Metric System – System of Measurement based on the number 10
  • 5. Standard Measurement System • International System of Units (SI) – Version of metric system used by modern scientists – Scientists use SI units to measure length, volume, mass, density, temperature, and time – Standard system of measurement allows scientists to compare data and communicate with each other about their results
  • 6. SI Units • Based on multiples of 10 • Each unit is 10 times larger than the next smallest unit and one tenth (1/10) the size of the next largest unit • Refer to Figure 1 – Pg 45
  • 7. Length • Units of Length – Distance from one point to another – The basic unit of length in the SI system is the meter (m). – To measure smaller objects, use centimeter (cm) or millimeter (mm)
  • 8. Length • Measuring Length – Tools – Metric ruler • Centimeter markings
  • 9. Mass • Mass is a measure of the amount of matter an object contains. • Units of Mass – The basic unit of mass in the SI system is the kilogram (kg). – To measure the mass of smaller objects, use gram (g) as the unit
  • 10. Mass • Measuring Mass – Balance • Triple Beam Balance – Appendix C for directions
  • 11. Mass • Difference Between Mass and Weight • Weight is a measure of the force of gravity acting on an object
  • 12. • Mass is a measure of the amount of matter an object contains. • Weight is a measure of the force of gravity acting on an object
  • 13. Learning Check • What is the basic unit of length in the SI system? • What is mass? • What is the basic unit of mass in the SI system?
  • 14. Volume • Volume is the amount of space an object takes up. • Volume of Liquids – To measure the volume of a liquid, use a unit known as the liter (L) – For smaller volumes use milliliters (mL)
  • 15. Volume • Volume of Rectangular Solids – Volume of a solid object, use cubic centimeter (cm3) – For solids with larger volumes, scientists use the SI unit known as the cubic meter (m3) – Volume = Length x Width x Height – Example: 20cm x 6cm x 25cm = 3000 cm 3
  • 16. Volume • To calculate volume… (pg 50 and 51) – Multiply the numbers – Multiply the units – ***Make sure you use the same units for all measurements when calculating the volume of a regular solid***
  • 17. Volume • Volume of Irregular Solids • Can you measure length? Width? Or Height??? • Instead… try immersing the object in water – Water level will rise – Displacement of volume can be determined
  • 18. Vocabulary: Meniscus • The curved upper surface of a liquid in a column of liquid • Draw picture
  • 19. Density • The measure of how much mass is contained in a given volume • Density = Mass/Volume
  • 20. Density • Units of Density – Density is made up of two other measurements • Mass • Volume – An object’s density is expressed as a combination of two units. – Example: grams per cubic centimeter – Example: grams per milliliter (g/mL)
  • 21. Densities of Common Substances • Figure 6 – Pg 53
  • 22. Time • Units of Time • The second (s) is the SI unit used to measure time.
  • 23. Time • Measuring Time – Clocks – Watches • Look at conversions for time (pg 53)
  • 24. Temperature • Units of Temperature (pg 54) – Celsius temperature scale – Water freezes at 0 degrees Celsius – Water boils at 100 degrees Celsius – Human body temperature is 37 degrees Celcius – Kelvin scale (K) is the official SI unit for temperature
  • 26. Converting Between Units • Need to know conversion factor • A conversion factor is an equation that shows how two units of measurement are related
  • 27. Converting Between Units (pg 55) • Write down the measurement you want to convert • Find conversion factor that relates the two units you are converting • Write conversion factor as a fraction (include units) • Multiply the measurement you are converting from by the fraction – Units will cancel out with the units in the denominator of fraction
  • 28. Chapter 2: Section 2 Mathematics and Science
  • 29. Estimation • An estimation is an approximation of a number based on reasonable assumptions • Scientists rely on estimates when they cannot obtain exact numbers • Not the same as guessing because an estimate is based on known information!
  • 30. Accuracy • Refers to how close a measurement is to the true or accepted value
  • 31. Precision • Refers to how close a group of measurements are to each other
  • 32. Accuracy and Precision in Measurements • Both accuracy and precision are important when you make measurements • See Figure 11 – pg 62
  • 33. Significant Figures • The digits included in a measurement • Include all of the digits that have been measured exactly, plus one digit whose value has been estimated
  • 34. Significant Figures • Adding and Subtracting – The answer can only have as many figures after the decimal point as the measurement with the fewest figures after the decimal
  • 35. Percent Error • Percent error calculations are used to determine how accurate, or close to the true value, an experimental value really is
  • 36. • Percent error = Difference between experimental value and true value/True value x 100%
  • 37. • A low percent error means that the result you obtained was very accurate • A high percent error means that your result was not very accurate
  • 38. Mean, Median, and Mode • Mean – Add up all numbers and divide by the number of data added up • Median – Middle number in a row of numbers (lowest to highest) • Mode – Numbers that appears the most in a given set of data