The total number of plants of each phenotype are given:
Colored green =100
Colored yellow =97
Colorless green = 103
Colorless yellow =100
Total = 400 plants
If the plants were showing independent assortment for each trait, they would segregate in the ratio 9:3:3:1
The expected number of plants in each category would be:
400/ 16 X 9 = 225
400/16 X 3 = 75
400/16 X 3 = 75
400/16 X 1 = 25
Chi square is calculated as, 2 = (observed - expected)2 / expected
When we calculate the chi square for each category, we get the following values,
Colored green = 69.44
Colored yellow = 6.45
Colorless green = 10.4
Colorless yellow = 225
The total chi square = 69.44 + 6.45 + 10.4 + 225 = 311.29
We need to compare this value with the value of 2 given in the table, for degree of freedom = 2 (number of phenotype classes - 1 ) and confidence level = 0.05 (usually taken as standard).
The value from table = 7.815
Since the value of chi square which we obtained (311.29) is much higher than the value from the table (7.815), we reject the null hypothesis and conclude that these genes are not independently assorting.
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has two phenotypic traits you are interested in. ssive), Yellow (Dominant) or Green (Recessiv h traits (RrYyx RrYy), you have 556 progeny. as if these traits are independently assorted. lust like Mendel, you have grown a pea plant that has two Round (Dominant) or Wrinkled (Recessive), Yell After crossing two plants heterozygous in both traite First, calculate their expected progeny distributions as if these llowing results. Use Chi-Square Analysis and sther these traits do indeed display independent 3. After classifying...
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