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Description and Measurement. Standards S8CS3e- Address the relationship between accuracy and precision. S8CS3d- Decide what degree of precision is adequate,

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Presentation on theme: "Description and Measurement. Standards S8CS3e- Address the relationship between accuracy and precision. S8CS3d- Decide what degree of precision is adequate,"— Presentation transcript:

1 Description and Measurement

2 Standards S8CS3e- Address the relationship between accuracy and precision. S8CS3d- Decide what degree of precision is adequate, and round off appropriately.

3 Essential Question Why is it important to be able to describe and measure with accuracy and precision?

4 Warm up Quick Write: Discuss times when you have used measuring tools

5 What is measurement?? Measurement is a way to describe the world with numbers. It answers questions such as how much, how long, or how far.

6 Estimation Estimation can help you make a rough measurement of an object when you are unsure of the actual measurement. (This could happen when an object is too large to measure, or you do not have the proper equipment to measure the object). You can use comparisons to make an estimation. (Give me an example of when you could use a comparison to make an estimation.)

7 http://www.brainpop.com/science/scientificinquiry/precisionandaccuracy/

8 What is the difference in Precision and Accuracy?

9 Precision Precision is a description of how close measurements are to each other.

10 Significant Figures (Sig Figs) The number of digits that truly reflect the precision of a number are called the significant digits or significant figures. Digits other than zero are always significant Final zeros after a decimal point (ex. 6.545600 g) are significant Zeros between other digits are significant (507.0301 g) Initial zeros are NOT significant (0.0002030 g)

11 Following the Rules For multiplication and division, you determine the number of significant figures in each number in your problem. This significant digits of the answer are determined by the number with fewer digits EX. 6.24 X 5.6 = 34.384 For addition and subtraction, you determine the place value of each number in your problem. The significant digits of the answer are determined by the number that is least precise. (Or less decimal places) EX. 6.14 + 5.6 = 11.74

12 Accuracy When you compare a measurement to the real, actual, or accepted value, you are describing accuracy. Like in the video, a watch with a second hand is more precise, however if it is not set correctly, the readings will not be accurate.

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14 Common Types of Measurement PropertyMetric UnitsEnglish Units Length Meters, kilometersInch, foot, mile Volume cubic centimeterscubic inches Fluid Volume Milliliter, liter Quart, gallon MassMilligram, gram, kilogramOunce, pound, ton Temperaturedegree Celsius (˚C) degree Fahrenheit (˚F)

15 Measuring Tools Figure 4. Long distance measuring tape 15 Figure 1. Ruler Figure 2. Flexible measuring tape Figure 3. Caliper

16 Measuring tools cont… Graduated cylinder, measuring cup, water velocity-meter, thermometer, analytical balance

17 Exercise: Measuring Tools and Units Which measuring tool and units you will use to measure: 1. Classroom 2. Desk 3. Pencil 4. A Bucket of water 5. Your sibling


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