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alexandr402 [8]
3 years ago
9

A gardener plants 200 flowering plants of the same species. 98 plants have white (v) flowers and the remaining have violet (V) f

lowers. What must be the allelic frequency of each type of flower? ( p + q = 1, p2 + 2pq + q2 = 1) violet flowers = 0.55, white flowers = 0.45 violet flowers = 0.62, white flowers = 0.38 violet flowers = 0.3, white flowers = 0.7
Biology
1 answer:
bagirrra123 [75]3 years ago
8 0
It could possibly be white flowers
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Answer:

See the answer below

Explanation:

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For the expected frequency, the phenotypes are supposed to assort in 9:3:3:1 according to Mendel ratio.

Hence, expected frequencies are calculated as:

phenotype (1) = 9/16 x 293 = 164.81

phenotype (2) = 3/16 x 293 = 54.94

phenotype (3) = 3/16 x 293 = 54.94

phenotype (4) = 1/16 x 293 = 18.31

The X^2 is calculated thus:

Phenotype            O               E                             X^2

  1                          88            164.81            \frac{(88 - 164.81)^2}{164.81} = 35.80

  2                          62             54.94            \frac{(62 - 54.94)^2}{54.94} = 0.91

  3                           62             54.94              \frac{(62 - 54.94)^2}{54.94} = 0.91

  4                            81              18.31               \frac{(81 - 18.31)^2}{18.31} = 214.64

Total X^2 = 35.80 + 0.91 + 0.91 + 214.64 = 252.26

To the nearest tenth = 252

Degree of freedom = n - 1 = 4- 1 = 3

X^2 tabulated  = 7.815

<em>The calculated </em>X^2<em> exceeds the critical value, hence, the null hypothesis is rejected. The two genes did not assort independently.        </em>

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