In a laboratory activity, your group was tasked to measure the length of a long table using a meter stick. A meterstick can give measurements that are precise up to 0.1 cm. However, you encountered a problem: the length of the table lied on the space between the 94.5 cm and 94.4 cm markings on the ruler. Each member of your group gives their own interpretation of the readings: 94.46 94.45 94.44 94.45 94.49 94.44 Calculate the (a) the mean and variance of the set of measurements (b) the standard deviation of the set of measurements, and (c) write the mean and standard deviation of the set as a measurement with an absolute uncertainty
In a laboratory activity, your group was tasked to measure the length of a long table using a meter stick. A meterstick can give measurements that are precise up to 0.1 cm. However, you encountered a problem: the length of the table lied on the space between the 94.5 cm and 94.4 cm markings on the ruler. Each member of your group gives their own interpretation of the readings: 94.46 94.45 94.44 94.45 94.49 94.44 Calculate the (a) the mean and variance of the set of measurements (b) the standard deviation of the set of measurements, and (c) write the mean and standard deviation of the set as a measurement with an absolute uncertainty
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:In a laboratory activity, your group was tasked to measure the length of a long table using a meter
stick. A meterstick can give measurements that are precise up to 0.1 cm. However, you encountered
a problem: the length of the table lied on the space between the 94.5 cm and 94.4 cm markings on
the ruler. Each member of your group gives their own interpretation of the readings:
94.46
94.45
94.44
94.45
94.49
94.44
Calculate the
(a) the mean and variance of the set of measurements
(b) the standard deviation of the set of measurements, and
(c) write the mean and standard deviation of the set as a measurement with an absolute
uncertainty
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