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d help with part and b and c. I added the data and

d help with part and b and c. I added the data and

MATLAB: An Introduction with Applications
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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Need help with part and b and c. I added the data and the question
Position of the ruler when catchad attempts on Cuteniny tne ruler 1 8.3 cm ± 0.05cm 3 I1.9 cm I 0.09 cm 4 10.2 cm I 0.0 scm 8.4 cm I 0.0 6 cm 6. 9.8cm t 0.0 5cm IS. Scm 1 0. O 3 cm 7. 8 I1.8cm 10.05 cm 9. 28.5cm I 0.0scm 10 18.7cm ± 0. 04 cm 11 14.9 cm I o.oscm 12 1구.3cm t0.0 구Cm 13 4.5 cm t 0.0scm 14 10.2 cm I 0.07 cm 15 16.5 cm I 0.Ò acm 16 8.2 cm I 0.02cm 17 21.8cm I 0.05cm 18 17.6cm I 0.07cm 19 29.7 cm I 0.09cm 20 23.8cm I 0.05 cm
Transcribed Image Text:Position of the ruler when catchad attempts on Cuteniny tne ruler 1 8.3 cm ± 0.05cm 3 I1.9 cm I 0.09 cm 4 10.2 cm I 0.0 scm 8.4 cm I 0.0 6 cm 6. 9.8cm t 0.0 5cm IS. Scm 1 0. O 3 cm 7. 8 I1.8cm 10.05 cm 9. 28.5cm I 0.0scm 10 18.7cm ± 0. 04 cm 11 14.9 cm I o.oscm 12 1구.3cm t0.0 구Cm 13 4.5 cm t 0.0scm 14 10.2 cm I 0.07 cm 15 16.5 cm I 0.Ò acm 16 8.2 cm I 0.02cm 17 21.8cm I 0.05cm 18 17.6cm I 0.07cm 19 29.7 cm I 0.09cm 20 23.8cm I 0.05 cm
a) The average b) The variance (s^2) S’= (X ave – x1) + (X ave – x2)' + (Х ave - x3)* + c) The standard deviation: SD = ( S'/ N)2 where N = 20 Now determine how many of the 20 measurements are between X ave + SD and X ave - Хave 3D (x1+x2 + х3 + + x20 ) / 20 ..... + (Х ave - x20)° .... 1/2 SD How many of the 20 measurements are between X ave + 2 SD and X ave –2 SD How many of the 20 measurements are between X ave + 3 SD and X ave – 3 SD (SD = STANDARD DEVIATION)
Transcribed Image Text:a) The average b) The variance (s^2) S’= (X ave – x1) + (X ave – x2)' + (Х ave - x3)* + c) The standard deviation: SD = ( S'/ N)2 where N = 20 Now determine how many of the 20 measurements are between X ave + SD and X ave - Хave 3D (x1+x2 + х3 + + x20 ) / 20 ..... + (Х ave - x20)° .... 1/2 SD How many of the 20 measurements are between X ave + 2 SD and X ave –2 SD How many of the 20 measurements are between X ave + 3 SD and X ave – 3 SD (SD = STANDARD DEVIATION)
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