Part A Measure the diameter of the circle using Ruler A and Ruler B.Given that the actual diameter of the circle is 2.264 cm, classify the following statements that describe the diameter measurement of the circle according to the ruler. Drag the appropriate items to their respective bins. • View Available Hint(s) Reset Help The certainty of the diameter measurement is smaller, The diameter of the circle has one certain digit and one uncertain digit. The diameter measurement has two significant figures. The diameter of the circle has two The certainty of the diameter measurement is greater. The diameter measurement has three significant figures. certain digits and one uncertain digit. Ruler A Ruler B

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Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
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Chapter1: Chemical Foundations
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Please answer question 12 part A

When making observations using two different instruments, it is important to keep in mind the number of significant figures in the reported measurement. The number of significant figures
in a reported measurement indicates the certainty associated with that measurement. The following activity allows you to find the diameter of the circle with two rulers.
Click on the image to explore this activity depicting the level of precision available for measurements taken using different scales.
Click "Start" and measure the diameter of the blue circle by dragging it to one of the
rulers. Enter the diameter using an appropriate number of significant figures and click
"Submit."
Start
I cm
2 cm
3 сm
4 ст
0.000
Submit
Ruler A
Ruler B
I cm
2 cm
3 сm
4 cm
uluuluw 0.000
Submit
After opening the activity, click the "Start" button, then drag the circle over one of the rulers to find its diameter. Let us consider the ruler at the top as Ruler A and that at the bottom as
Ruler B.
To count the number of significant figures in a value, use the following rules:
1. Nonzero integers are always significant. For example, 12.34 has four significant figures.
2. Zeros between two nonzero integers are always significant. For example, 1005 has four significant figures.
3. Zeros to the left of the first nonzero digit are not significant. For example, 0.0004 has one significant figure.
4. Zeros before a decimal point and after a nonzero number are significant. For example, 40.1 has three significant figures.
5. Zeros after a nonzero digit are known to be significant if, and only if, the number contains a decimal point. If the number does not contain a decimal point, the zeros are
either not significant or are ambiguous. For example, the number 500 has only one significant figure or some may say it has an ambiguous number of significant figures,
whereas 500. clearly has three significant figures.
Transcribed Image Text:When making observations using two different instruments, it is important to keep in mind the number of significant figures in the reported measurement. The number of significant figures in a reported measurement indicates the certainty associated with that measurement. The following activity allows you to find the diameter of the circle with two rulers. Click on the image to explore this activity depicting the level of precision available for measurements taken using different scales. Click "Start" and measure the diameter of the blue circle by dragging it to one of the rulers. Enter the diameter using an appropriate number of significant figures and click "Submit." Start I cm 2 cm 3 сm 4 ст 0.000 Submit Ruler A Ruler B I cm 2 cm 3 сm 4 cm uluuluw 0.000 Submit After opening the activity, click the "Start" button, then drag the circle over one of the rulers to find its diameter. Let us consider the ruler at the top as Ruler A and that at the bottom as Ruler B. To count the number of significant figures in a value, use the following rules: 1. Nonzero integers are always significant. For example, 12.34 has four significant figures. 2. Zeros between two nonzero integers are always significant. For example, 1005 has four significant figures. 3. Zeros to the left of the first nonzero digit are not significant. For example, 0.0004 has one significant figure. 4. Zeros before a decimal point and after a nonzero number are significant. For example, 40.1 has three significant figures. 5. Zeros after a nonzero digit are known to be significant if, and only if, the number contains a decimal point. If the number does not contain a decimal point, the zeros are either not significant or are ambiguous. For example, the number 500 has only one significant figure or some may say it has an ambiguous number of significant figures, whereas 500. clearly has three significant figures.
Part A
Measure the diameter of the circle using Ruler A and Ruler B.Given that the actual diameter of the circle is 2.264 cm, classify the following statements that describe the diameter
measurement of the circle according to the ruler.
Drag the appropriate items to their respective bins.
• View Available Hint(s)
Reset
Help
The diameter of the circle has one
The certainty of the diameter
measurement is smaller.
The diameter measurement has two
certain digit and one uncertain digit.
significant figures.
The certainty of the diameter
measurement is greater.
The diameter measurement has three
The diameter of the circle has two
significant figures.
certain digits and one uncertain digit.
Ruler A
Ruler B
Transcribed Image Text:Part A Measure the diameter of the circle using Ruler A and Ruler B.Given that the actual diameter of the circle is 2.264 cm, classify the following statements that describe the diameter measurement of the circle according to the ruler. Drag the appropriate items to their respective bins. • View Available Hint(s) Reset Help The diameter of the circle has one The certainty of the diameter measurement is smaller. The diameter measurement has two certain digit and one uncertain digit. significant figures. The certainty of the diameter measurement is greater. The diameter measurement has three The diameter of the circle has two significant figures. certain digits and one uncertain digit. Ruler A Ruler B
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