civil engineer is verifying that the delivered steel reinforcing bars (rebar) are all within the required lengths. The rebar has a mean length of 3 feet and a sample standard deviation of 0.3 inches. The data follows a normal distribution. a. What percentage of rebar would fall between 3.025 feet and 2.975 feet? What range of lengths in feet would include 99% of the data? b. If the design specification states that the diameters must be longer than 2.95 feet, what percent of rebar falls outside that range? Draw a number line diagram comparing the design specification and expected variability. Please step by step answer.
civil engineer is verifying that the delivered steel reinforcing bars (rebar) are all within the required lengths. The rebar has a mean length of 3 feet and a sample standard deviation of 0.3 inches. The data follows a normal distribution. a. What percentage of rebar would fall between 3.025 feet and 2.975 feet? What range of lengths in feet would include 99% of the data? b. If the design specification states that the diameters must be longer than 2.95 feet, what percent of rebar falls outside that range? Draw a number line diagram comparing the design specification and expected variability. Please step by step answer.
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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civil engineer is verifying that the delivered steel reinforcing bars (rebar) are all within the required lengths. The rebar has a
a. What percentage of rebar would fall between 3.025 feet and 2.975 feet? What
b. If the design specification states that the diameters must be longer than 2.95 feet, what percent of rebar falls outside that range? Draw a number line diagram comparing the design specification and expected variability.
Please step by step answer.
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