Bicycle paths are usually planned and constructed according to certain guidelines (for example, the American Association of State Highway and Transportation Officials guidelines for construction). There are construction standards for width, offset from the road, maximum grade, and horizontal and vertical clearances. A random sample of bicycle-path widths (in feet) was obtained. 11 Find the sample mean, x, and the sample standard deviation, s, for these data. (Use decimal notation. Give your answers to two decimal places.) x = S=

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Chapter1: Starting With Matlab
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Please dont do handwritten and please explain every concept, i will definitely like or else skip please if you cant follow this..

(12.7,13.01,11.33,10.03,10.9,9.78,7.72,7.64,10.56,9.41,11.74,10.26,10.03,8.72,11.48,12.88,9.08,13.34,9.3,9.01,8.65,9.86,9.35,9.73,10.92,7.52,13.54,13.49,9.52,7.75,9.12,10.42,9.08,11.6,10.47,9.96,10.19,13.81,11.06,11.36,11.97,12.52,8.65,9.4,8.09,10.55,5.94,10.64,9.2,11.19) this is the data, if you are using Excel please show steps and output both , i will definitely like

 

 

Bicycle paths are usually planned and constructed
according to certain guidelines (for example, the American
Association of State Highway and Transportation Officials
guidelines for construction). There are construction
standards for width, offset from the road, maximum grade,
and horizontal and vertical clearances. A random sample of
bicycle-path widths (in feet) was obtained.
11
Find the sample mean, x, and the sample standard
deviation, s, for these data.
(Use decimal notation. Give your answers to two
decimal places.)
X =
S =
Transcribed Image Text:Bicycle paths are usually planned and constructed according to certain guidelines (for example, the American Association of State Highway and Transportation Officials guidelines for construction). There are construction standards for width, offset from the road, maximum grade, and horizontal and vertical clearances. A random sample of bicycle-path widths (in feet) was obtained. 11 Find the sample mean, x, and the sample standard deviation, s, for these data. (Use decimal notation. Give your answers to two decimal places.) X = S =
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