Physics Laboratory Manual
4th Edition
ISBN: 9781133950639
Author: David Loyd
Publisher: Cengage Learning
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Textbook Question
Chapter 1, Problem 6PLA
Which student has the best measurement considering both accuracy and precision? what the characteristics are of the student’s data on which your answer is based.
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You are measuring the length of a tube using a ruler. Your actual measurement of the tube is 6 mm ± 1 mm. Compare the accuracy and precision of your measurement
compared to the expected measured value of 6.0 mm ± 0.1 mm
Describe the accuracy of your measurement:
Choose...
Describe the precision of your measurement:
(Hint: Look at the number of decimal places in the measurement.)
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Chapter 1 Solutions
Physics Laboratory Manual
Ch. 1 - State the number of significant figures in each of...Ch. 1 - Perform the indicated operations to the correct...Ch. 1 - State how one determines the accuracy of a...Ch. 1 - Apply Equations 1, 2, and 3 to calculate the mean,...Ch. 1 - State the characteristics of data that indicate a...Ch. 1 - Which student has the best measurement considering...
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- What is fractional error or percent error?arrow_forwardThe following data sets are the length measurements of a raw material. The actual length of the part is supposed to be 3.2 mm. Which sets) do you prefer to the others? Briefly explain.HINT: Check the accuracy and the precision of each data set.Data Set 1: 2.91, 3.00, 3.50, 2.85, 3.22, 3.15, 3.49, 2.90, 3.27, 3.15Data Set I1: 3.13, 3.22, 3.19, 4.17, 3.21, 2.62, 3.25, 2.80, 2.40, 3.81Data Set I: 3.24. 3.18. 3.22. 3.20. 3.17, 3.23, 3.19, 3.20, 3.16, 3.24Data Set IV: 2.90. 3.00. 2.92. 2.95. 2.93. 2.97. 2.94. 2.99. 2.96, 3.00 Please donot provide solution in image format and it should be in step by step format and provide fast solutionarrow_forwardWhat is the percent error in the accuracy in the measured volume of the cube? Use the calculated value as the expected value. Round your answer to 2 digits.arrow_forward
- I need help with a University Physics 1 (significant figures) - The problem is described in the image below:arrow_forward2.03 ) Diameter of a coin is measured ast.cm and its height (thickness) is measured as 0.024 cm and weight 5.3 grams. Calculate density of the coin and compare it with the density of copper 8.96 gr/cm3. Could your coin be pure copper? What is the precision in length (delta h) and precision in mass (delta m) based on the measurements given above.arrow_forwardFollowing the rules of significant figures in measurement operations, what will you get if you multiply 3.02, 0.02 and 2.2?arrow_forward
- 2.) A single reading taken with a meter stick for the length of a cylinder is 5.5 cm. What is the prsable percent error in the reading? 3.) The following readings were taken with a meter stick for the length of a cylinder: 5.5 cm, 5.3 cm, 5.4 cm, 5.5 cm and 5.6 cm. Calculate the standard deviation of the mean, the stand error and the probable percent error. 4.) How many significant figures should be given in reporting the length of the cylinder in question 3? 5.) If the radius of the cylinder in question 2 is 2.4 ± 0.2 cm and its mass is 32.6 ± 0.5 gm, what will be the probable percent error in the density of the cylinder? What will be the probable error in density? How many significant figures should be given in reporting the density? Conclusions?? 02 6) (figure3) 6a)Befer to Figure 3. Given a track length of 90 cm and a height difference of 18 cm, what is sin 6 02 01 Fig. 2 Z)(figure 2) plane (see Figure 2). Attach the diagram in question#8 below. What would be the acceleration given…arrow_forwardA digital micrometer measures the diameter of two cylinders.Cylinder 1 diameter = 15.22 ± 0.02 mmCylinder 2 diameter = 14.98 ± 0.01 mmThe difference in the diameters are calculated. What is the uncertaintyarrow_forwardQuestion 2: Complete the following Error Analysis The lengths of the sides of a rectangular box are measured using a ruler marked with a millimeter scale. W The measurements give the values length 83 mm, width 68 mm and height 23 mm. The uncertainty in each measurement is ±1 mm. Calculate, 1. The fractional uncertainty in the measurement of VOLUME is 2. Absolute uncertainty in the measurement of VOLUME in (mm³ ) isarrow_forward
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