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Ch. 1.2 Measuring with Scientific Units. OBJECTIVES Identify the base units used in the SI system Explain the use of Scientific Notation Compare Volume,

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Presentation on theme: "Ch. 1.2 Measuring with Scientific Units. OBJECTIVES Identify the base units used in the SI system Explain the use of Scientific Notation Compare Volume,"— Presentation transcript:

1 Ch. 1.2 Measuring with Scientific Units

2 OBJECTIVES Identify the base units used in the SI system Explain the use of Scientific Notation Compare Volume, Mass, and Density Measure Length, Mass, and Temperature using SI units

3 Standards Addressed S6a-Use tools to observe and measure objects with appropriate precision & accuracy S4a-Big ideas and unifying concepts, such as order and organization

4 Systèmé International (SI) Base 10 system!! See Table 1.2, page 11 –Length: meter –Mass: kilogram –Time: second

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7 Volume The amount of space that something occupies SI unit is the cubic meter (m 3 ) Smaller volumes measured with the cubic centimeter (cm 3 ) 1 cm 3 = 1 milliliter (ml) Graduated cylinder measures liquid volume Measure at the bottom of the meniscus of the meniscus

8 Mass & Weight Weight depends on gravity Mass does NOT!! Mass is the amount of matter (or STUFF) in an object SI unit of mass is the kilogram

9 Density The amount of matter packed into a given volume Mass / volume Units are grams / cm 3 Density is a characteristic property of a substance Density of water is 1g / cm 3 Why will these objects sink or float in water?

10 Temperature Measure of heat energy Measured with a thermometer SI temperature scale is Celsius Water freezes at 0° C (32° Fahrenheit) Water boils at 100° C (212° Fahrenheit)

11 Time SI unit is the second 1 millisecond = ? 1/1000 of a second 60 sec = 1 minute 60 minutes = 1 hour 24 hours = 1 day 365 days = 1 year How many seconds in an hour? How many hours in a year?

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13 Scientific Notation Is there an easier way to write 23,000,000,000,000,000,000? YES!!!! Step 1: Make the number between 1 and 10 by placing the decimal to the proper “ new position” Step 2: Write the “new” number, followed by “ x 10 n ” Step 3: Count the number of places the decimal point moved from its original position to its new position Step 4: Put the number of places moved in place of the “n” (This is called an exponent)

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