Presentation is loading. Please wait.

Presentation is loading. Please wait.

Metric System Lab Test.

Published byJacqueline Pierre Modified over 5 years ago

Similar presentations

Presentation on theme: "Metric System Lab Test."— Presentation transcript:

1 Metric System Lab Test

2 Menu Liquid Volume Solid Volume (block) Mass Solid Volume (cylinder)
Length Density

3 Volume of water in mL? Menu

4 Answer: 275 mL Volume of water in mL? Menu

5 Volume of water in cL? Menu

6 Volume of water in cL? Menu Answer: 63 ml = 6.3 cl

7 Volume of water in L? Menu

8 Volume of water in L? Answer: 450 ml = .450 L Menu

9 Volume of water in kL? Menu

10 Volume of water in kl? Answer: 390 ml = kl Menu

11 Volume of water in dL? Menu

12 Volume of water in dl? Menu Answer: 150 ml = 1.50 dl

13 Volume of water in mL? Menu

14 Volume of water in ml? Menu Answer: 375 ml

15 Volume of water in dkL? Menu

16 Volume of water in dkl? Answer: 175 ml = .0175 dkl Menu

17 Volume of water in L? Menu

18 Volume of water in L? Menu Answer: 250 ml = .250 L

19 Volume of water in mL? Menu

20 Volume of water in mL? Menu Answer: 5.8 ml

21 Volume of water in cL Menu

22 Volume of water in cl Menu Answer: 5.6 ml = .56 cl

23 Volume of water in L? Menu

24 Volume of water in L? Answer: 6.6 ml = L Menu

25 Volume o f water in dkL? Menu

26 Volume o f water in dkL? Answer: 20.2 ml = dkl Menu

27 Volume of water in cm3? Menu

28 Volume of water in cm3? Answer: 12.0 ml = 12.0 cm3 Menu

29 Volume of water in L? Menu

30 Volume of water in L? Answer: 790 ml = .790 L Menu

31 Volume of water in dL? Menu

32 Volume of water in dL? Answer: 730 ml = 7.3 dl Menu

33 Water only Water + object Volume of object in cm3? Menu

34 Water only Water + object Volume of object in cm3? Menu

35 Water only Water + object Volume of object in cm3? Menu

36 Answer: Beg. V = 41 ml Final V = 53 ml V = 8 ml Water only
Water + object Volume of object in cm3? Answer: Beg. V = 41 ml Final V = 53 ml V = 8 ml Menu

37 Mass in g? Menu

38 Answer: 334.6 g Mass in g? Menu

39 Mass in mg? Menu

40 Answer: 30.2 g = 30,200 mg Mass in mg? Menu

41 Mass in kg? Menu

42 Answer: 388.7 g = .3887 kg Mass in kg? Menu

43 Mass in cg? Menu

44 Answer: 152.3 g = 15,230 cg Mass in cg? Menu

45 Mass in dkg? Menu

46 Answer: 275.8 g = 27.58 dkg Mass in dkg? Menu

47 Mass in mg? Menu

48 Mass in mg? Answer: 577.3 g 577,300 mg Menu

49 Mass in dg? Menu

50 Mass in dg? Answer: 274.3 g = 2743 dg Menu

51 Mass in g? 200 mg 50 g 20 g Menu 5 g 2 g 1 g

52 Answer: 78.2 g Mass in g? 200 mg 50 g 20 g Menu 5 g 2 g 1 g

53 Mass in mg? 200 mg 100 mg 50 g 20 g Menu 10 g 2 g 1 g

54 Answer: 83.3 g = 83,300 mg Mass in mg? Menu 200 mg 100 mg 50 g 20 g

55 Mass in kg? 100 g Menu 500 mg 100 mg 50 g 20 g 10 g 10 g 2 g 5 g 1 g

56 Answer: 200.6 g = .2006 kg Mass in kg? 100 g Menu 500 mg 100 mg 50 g

57 Length in cm? Menu

58 Length in cm? Answer: 15.2 cm Menu

59 Length in mm? Menu

60 Answer: 19 cm = 190 mm Length in mm? Menu

61 Length in m? Menu

62 Length in m? Menu Answer: 1.3 cm = .013 m

63 Menu Length in km?

64 Menu Answer: 5.0 cm = km Length in km?

65 Length in cm? Menu

66 Length in cm? Menu Answer: 7.5 cm =

67 Volume in cm3? Menu

68 Volume in cm3? Menu Answer: 64 cm3

69 Volume in cm3? Menu

70 Volume in cm3? Menu Answer: 36 cm3

71 Volume in cm3? 3.8 cm 2.1 cm 1.4 cm Menu

72 Answer: Volume in cm3? V = LWH V = 3.8 x 2.1 x 1.4 V = 11.2 cm3 Menu

73 Volume in cm3? 15.3 cm 0.3 cm 5.7 cm Menu

74 Answer: Volume in cm3? V = LWH V = 15.3 x 0.3 x 5.7 V = 26.2 cm3 Menu

75 Volume in cm3? 9.4 cm 6.3 cm 3.8 cm Menu

76 Answer: Volume in cm3? V = LWH V = 3.8 x 9.4 x 6.3 V = 225.0 cm3 Menu

77 Volume in cm3? 7.7 cm 3.1 cm 5.9 cm Menu

78 Answer: Volume in cm3? V = LWH V = 3.1 x 7.7 x 5.9 V = 140.8 cm3 Menu

79 4.2 cm 8.4 cm Volume in cm3? Menu

80 Answer: Volume in cm3? V =3.14 (2.1)(2.1)(8.4) V = 116.4 cm3 Menu

81 Volume in cm3? 0.6 cm 1.2 cm Menu

82 Answer: Volume in cm3? V =3.14 (0.6)(0.6)(1.2) V = 1.36 cm3 Menu

83 Density in g/cm3? Mass = 5.8 g 12.1 cm 0.4 cm 6.2 cm Menu

84 Answer: Density in g/cm3? V= 29.7 cm3 D = M/V D = .19 g/cm3 Menu
Mass = 5.8 g 12.1 cm Answer: V= 29.7 cm3 D = M/V D = .19 g/cm3 0.4 cm 6.2 cm Menu

85 Density in g/cm3? Mass = 6.2 g 2.5 cm 3.2 cm 1.7 cm Menu

86 Answer: Density in g/cm3? V= 13.6 cm3 D = M/V D = .46 g/cm3 Menu
Mass = 6.2 g 2.5 cm 3.2 cm 1.7 cm Answer: V= 13.6 cm3 D = M/V D = .46 g/cm3 Menu

87 Density in g/cm3? Menu

88 Density in g/cm3? Answer: V = 64 cm3 D = M/V D = .74 g/cm3 Menu

89 Density in g/cm3? Mass = g 11.3 cm 6.8 cm 2.7 cm Menu

90 Answer: Density in g/cm3? V= 207.4 cm3 D = M/V D = .56 g/cm3 Menu
Mass = g 11.3 cm 6.8 cm Answer: V= cm3 D = M/V D = .56 g/cm3 2.7 cm Menu

91 5.2 cm Mass = 262.0 10.2 cm Density in g/cm3? Menu

92 Answer: Density in g/cm3? V= 218.3 cm3 D = M/V D = 1.20 g/cm3 Menu
Mass = 262.0 10.2 cm Density in g/cm3? Answer: V= cm3 D = M/V D = 1.20 g/cm3 Menu

Download ppt "Metric System Lab Test."

Similar presentations

Introduction to Density  Density is the measurement of the mass of an object per unit volume of that object. d = m / V  Density is usually measured in.

Introduction to Density  Density is the measurement of the mass of an object per unit volume of that object. d = m / V  Density is usually measured in.
Metric Conversions Ladder Method

Metric Conversions Ladder Method
Warmup – Scientific Notation

Warmup – Scientific Notation
Objective: To calculate density.. - Volume of a cube or block = length x width x height - Volume of irregular shaped object = use water displacement.

Objective: To calculate density.. - Volume of a cube or block = length x width x height - Volume of irregular shaped object = use water displacement.
You don’t really think I can do this??

You don’t really think I can do this??
Overview of Metric System

Overview of Metric System
Aim: How do we calculate density?

Aim: How do we calculate density?
Metric System Review. What is the system of measurement used in science by most people of the world?

Metric System Review. What is the system of measurement used in science by most people of the world?
Conversion Factors.

Conversion Factors.
Finding the Density of an Aluminium Block

Finding the Density of an Aluminium Block
Geosphere/Density/% Error 1 2 3 4 5 1 2 3 4 5 1 2 3 4 5 1 2 3 4 5 1 2 3 4 5 Percent ErrorDensityGeosphereMetric/Sci. Not.Measurement Jeopardy music courtesy.

Geosphere/Density/% Error Percent ErrorDensityGeosphereMetric/Sci. Not.Measurement Jeopardy music courtesy.
MATTER 1. The properties of matter.. Air: is it matter? Why does a full air balloon weigh more than an empty balloon?

MATTER 1. The properties of matter.. Air: is it matter? Why does a full air balloon weigh more than an empty balloon?
SI Units International System of Units Helps to maintain consistency in reporting measurements Mass Volume Length.

SI Units International System of Units Helps to maintain consistency in reporting measurements Mass Volume Length.
Density All substances have different densities, therefore, you can identify a substance if you know its density The formula to calculate something’s density.

Density All substances have different densities, therefore, you can identify a substance if you know its density The formula to calculate something’s density.
Metric System Measurement and SI.

Metric System Measurement and SI.
The Metric System Is used in nearly every country around the world. The United States of America doesn’t use the metric system for it’s primary measurement.

The Metric System Is used in nearly every country around the world. The United States of America doesn’t use the metric system for it’s primary measurement.
Unit 3 Jeopardy Calculations and problem solving..

Unit 3 Jeopardy Calculations and problem solving..
Metric Measurement. Types of Metric Measurement Length Length Mass Mass Volume Volume Temperature Temperature Density Density Time Time.

Metric Measurement. Types of Metric Measurement Length Length Mass Mass Volume Volume Temperature Temperature Density Density Time Time.
Characteristic Physical Properties Some examples of quantitative physical properties include: Density Freezing point Melting point Boiling point These.

Characteristic Physical Properties Some examples of quantitative physical properties include: Density Freezing point Melting point Boiling point These.
THE METRIC SYSTEM Length, Mass, and Capacity. Three Basic Units Grams  Describes Mass Metres (meters)  Describes Distance/Length Litres (liters)  Describes.

THE METRIC SYSTEM Length, Mass, and Capacity. Three Basic Units Grams  Describes Mass Metres (meters)  Describes Distance/Length Litres (liters)  Describes.

Similar presentations

Ads by Google