chem quarter 1?

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Last updated 10:19 PM on 10/15/26
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153 Terms

1
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What are significant figures (sig figs)?

Digits in a measurement that show its precision, including certain zeros.

2
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What is the rule for nonzero digits?

All nonzero digits (1–9) are significant.

3
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What is the rule for zeros between nonzero digits?

Zeros between nonzero digits are significant.

4
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What are leading zeros?

Zeros before the first nonzero digit; they are NOT significant.

5
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What is the rule for trailing zeros after a decimal point?

They ARE significant.

6
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What is the rule for trailing zeros in a whole number without a decimal point?

They are usually not significant unless otherwise indicated.

7
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How many significant figures are in 0.048?

2 significant figures.

8
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How many significant figures are in 28.09200?

7 significant figures.

9
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How many significant figures are in 289000?

Usually 3 significant figures.

10
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How many significant figures are in 25.000?

5 significant figures.

11
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How many significant figures are in 0.00672000?

6 significant figures.

12
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How many significant figures are in 20500?

Usually 3 significant figures.

13
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How many significant figures are in 0.3001?

4 significant figures.

14
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How many significant figures are in 6000?

Usually 1 significant figure.

15
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How do you round to a certain number of significant figures?

Start at the first nonzero digit, count the required digits, and use the next digit to decide whether to round.

16
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Round 3.682417 to 3 significant figures.

3.68

17
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Round 21.860051 to 3 significant figures.

21.9

18
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What sig fig rule is used for addition and subtraction?

Round the final answer to the same number of decimal places as the measurement with the fewest decimal places.

19
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What sig fig rule is used for multiplication and division?

Round the final answer to the same number of significant figures as the measurement with the fewest significant figures.

20
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Calculate 6.201 + 7.4 + 0.68 + 12.0 using sig fig rules.

26.3

21
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Calculate 1.31 × 2.3 using sig fig rules.

3.0

22
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Why are significant figures important?

They show the precision of measurements and prevent answers from implying more precision than the data supports.

23
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What is a measurement?

A value that describes a quantity using a number and a unit, with some degree of uncertainty.

24
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What are the three parts of a measurement?

Magnitude, unit, and uncertainty/error.

25
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What is magnitude?

The numerical value of a measurement.

26
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What is a unit?

A standard used to describe or measure a quantity.

27
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What is uncertainty in a measurement?

The estimated range within which the actual value may lie.

28
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What does HAV stand for?

Highest Acceptable Value.

29
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How do you calculate HAV?

Measured value + error.

30
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What does LAV stand for?

Lowest Acceptable Value.

31
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How do you calculate LAV?

Measured value − error.

32
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What does RAV mean in these notes?

The range of acceptable values between the LAV and HAV.

33
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A measurement is 34.56 m ± 0.02 m. What is the HAV?

34.58 m.

34
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A measurement is 34.56 m ± 0.02 m. What is the LAV?

34.54 m.

35
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A measurement is 34.56 m ± 0.02 m. What is the acceptable range?

34.54 m to 34.58 m.

36
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What is the SI base unit for length?

Meter (m).

37
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What is the SI base unit for mass?

Kilogram (kg).

38
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What is the SI base unit for time?

Second (s).

39
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What is the SI base unit for temperature?

Kelvin (K).

40
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What is the SI base unit for amount of substance?

Mole (mol).

41
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What is the SI base unit for luminous intensity?

Candela (cd).

42
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What is the SI base unit for electric current?

Ampere (A).

43
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What are derived units?

Units made by combining base units.

44
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What is an example of a derived unit for speed?

Meters per second (m/s).

45
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What is an example of a derived unit for area?

Square meters (m²).

46
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What is an example of a derived unit for acceleration?

Meters per second squared (m/s²).

47
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What is an example of a derived unit for density?

Kilograms per cubic meter (kg/m³).

48
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What does kilo- mean?

1,000 or 10³.

49
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What does mega- mean?

1,000,000 or 10⁶.

50
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What does giga- mean?

1,000,000,000 or 10⁹.

51
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What does deci- mean?

0.1 or 10⁻¹.

52
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What is scientific notation?

A way to write numbers as a value from 1 up to, but not including, 10 multiplied by a power of 10.

53
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Write 300,000 in scientific notation.

3.0 × 10⁵.

54
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Write 0.0004 in scientific notation.

4 × 10⁻⁴.

55
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What happens to exponents when multiplying powers of 10?

Add the exponents.

56
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What happens to exponents when dividing powers of 10?

Subtract the denominator's exponent from the numerator's exponent.

57
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How do you add or subtract numbers in scientific notation?

Write them with the same power of 10, then add or subtract the coefficients.

58
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What is matter?

Anything that has mass and takes up space.

59
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What are examples of things that are not matter?

Sound, light, heat, shadows, and energy.

60
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What is a physical property?

A characteristic that can be observed or measured without changing a substance into a different substance.

61
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What is a chemical property?

A characteristic describing a substance's ability to undergo a chemical change.

62
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What is a physical change?

A change in form or state that does not create a new substance.

63
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What is a chemical change?

A change that produces one or more new substances.

64
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Is melting ice a physical or chemical change?

Physical change.

65
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Is rusting iron a physical or chemical change?

Chemical change.

66
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What are the four states of matter covered in these notes?

Solid, liquid, gas, and plasma.

67
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What is a solid?

A state of matter with a definite shape and definite volume.

68
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What is a liquid?

A state of matter with a definite volume but no definite shape.

69
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What is a gas?

A state of matter with no definite shape or definite volume.

70
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What is plasma?

An energized state of matter containing charged particles.

71
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What is an intensive property?

A property that does not depend on the amount of substance.

72
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What are examples of intensive properties?

Density, temperature, color, and melting point.

73
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What is an extensive property?

A property that depends on the amount of substance.

74
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What are examples of extensive properties?

Mass, volume, and total amount of matter.

75
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What can affect the state of matter?

Changes in temperature and pressure.

76
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At what temperature does water boil at 1 atmosphere of pressure?

100°C.

77
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What does STP stand for?

Standard Temperature and Pressure.

78
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What is solubility?

The ability of a substance to dissolve in another substance.

79
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Which substances can dissolve in water: salt, sugar, or sand?

Salt and sugar dissolve; sand does not appreciably dissolve.

80
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What is a pure substance?

Matter with a fixed composition and characteristic properties.

81
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What are examples of pure substances?

Water (H₂O), oxygen (O₂), and iron (Fe).

82
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What is a mixture?

A combination of substances that are physically combined rather than chemically bonded into one pure substance.

83
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What is a homogeneous mixture?

A mixture with a uniform composition throughout.

84
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What are examples of homogeneous mixtures?

Saltwater, air, vinegar, and brass.

85
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What is a heterogeneous mixture?

A mixture that does not have a uniform composition throughout.

86
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What are examples of heterogeneous mixtures?

Salad, oil and water, and sand in water.

87
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What is an element?

A pure substance made of one type of atom.

88
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What is a compound?

A substance made of two or more different elements chemically bonded in a fixed ratio.

89
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What is the difference between an element and a compound?

An element contains one type of atom; a compound contains different elements chemically bonded together.

90
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What is density?

Mass per unit of volume.

91
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What is the formula for density?

D = m ÷ V.

92
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What does D stand for in the density formula?

Density.

93
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What does m stand for in the density formula?

Mass.

94
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What does V stand for in the density formula?

Volume.

95
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What are common units for density?

g/mL, g/cm³, and kg/m³.

96
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How do you calculate volume of a rectangular object?

Length × width × height.

97
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How do you calculate volume using water displacement?

Final water volume − initial water volume.

98
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What is water displacement used for?

Finding the volume of an object by measuring how much the water level rises.

99
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An object has a mass of 20 g and a volume of 5 mL. What is its density?

4 g/mL.

100
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The water level rises from 56.9 mL to 67.8 mL. What is the object's volume?

10.9 mL.