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To study the cultivar of height in the pea cultivar, a sample of 400 plants of -16 the second generation resulting from cross-breeding of a short plant from a tall plant was taken. He found that there are 310 tall plants, knowing that the ratio is 3 tall 1short. From the above data, the calculated ki-square value is A - 1.33 B-1.31 T-1.35

To study the cultivar of height in the pea cultivar, a sample of 400 plants of -16 the second generation resulting from cross-breeding of a short plant from a tall plant was taken. He found that there are 310 tall plants, knowing that the ratio is 3 tall 1short. From the above data, the calculated ki-square value is A - 1.33 B-1.31 T-1.35

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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* To study the cultivar of height in the pea cultivar, a sample of 400 plants of -16 the second generation resulting from cross-breeding of a short plant from a tall plant was taken. He found that there are 310 tall plants, knowing that the ratio is 3 tall 1 short. From the above data, the calculated ki-square value is A - 1.33 B-1.31 T-1.35
Transcribed Image Text:* To study the cultivar of height in the pea cultivar, a sample of 400 plants of -16 the second generation resulting from cross-breeding of a short plant from a tall plant was taken. He found that there are 310 tall plants, knowing that the ratio is 3 tall 1 short. From the above data, the calculated ki-square value is A - 1.33 B-1.31 T-1.35
The owner of an orchard claimed that the rate of infection with a specific -14 disease in one of the apple varieties is 20%. When taking a sample of 25 trees, it was found that the number of infected trees is 6. According to these data, the value of Kai-Square is A-0.25 B- 0.24 T-0.26
Transcribed Image Text:The owner of an orchard claimed that the rate of infection with a specific -14 disease in one of the apple varieties is 20%. When taking a sample of 25 trees, it was found that the number of infected trees is 6. According to these data, the value of Kai-Square is A-0.25 B- 0.24 T-0.26
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