take home test problem #2

# take home test problem #2 - 14.730354865 0.9655172414...

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Test take home #1 work sheet #2 2 2 Part A Brent Baker 3 2 Mean 7.17241379 Problem #2 3 2 median 6 4 1 mode 10 4 1 3.84586016 4 1 3.77897054 4 1 4 1 Min 2 4 1 Q1 4 4 1 Q2 (Median) 6 5 1 Q3 10 5 1 Max 20 5 1 5 1 6 1 8 1 8 1 8 1 10 1 10 1 Range 18 10 1 Class width= 3.6 10 1 Part B 10 1 Class Lower limit upper limit midpoint frequency 10 1 1 2 5.5 3.75 14 0.482758621 14 10 1 2 2 9.1 5.55 4 0.137931034 18 10 1 3 2 12.7 7.35 10 0.344827586 28 10 1 4 2 16.3 9.15 0 0 28 12 2 5 2 2 2 1 0.034482759 29 20 Σf= 29 1 Part C interval lower bound upper bound Actual Data Distribution Empirical Rule 3.3934432572 10.951384329 0.8275862069 68% -0.3855272788
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Unformatted text preview: 14.730354865 0.9655172414 95%-4.1644978147 18.5093254009 0.9655172414 99.70% 3.778970536 Mean 7.17241379 sample standard diavation pop standard diavation relative frequency cumulative frequency Within 1 of the Ơ mean Within 2 of the Ơ mean Within 3 of the Ơ mean pop standard diavation Maximum entry=20 Minimum entry=2 Median=6 Q 3=10 Q 1=4...
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## This note was uploaded on 02/07/2012 for the course MATH 1225 taught by Professor Raney during the Spring '11 term at Century College.

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