Table 1: Changes in mean (Ave) and standard deviation (SD) of the frequency of allele A in populations of different sizes over time (generations). populations of different sizes over time (generations). Generation Pop 25 50 75 100 125 Ave SD Ave SD Ave SD Ave SD Ave SD Ave SD 1000 0.5 00 0.505 0.055 0.498 0.079 0.494 0.091 0.49 0.099 0.496 0.112 500 0.5 0.0 0.49 0.082 0.481 0.117 0.492 0.127 0.487 0.149 0.486 0.17 0.453 0.536 250 0.5 0.0 0.479 0.12 0.471 0.167 0.21 0.448 0.24 0.456 0.261 100 0.5 0.0 0.496 0.183 0.533 0.241 0.283 0.519 0.327 0.506 0.356 50 0.5 0.0 0.529 0.209 0.562 0.282 0.572 0.328 0.584 0.36 0.611 0.392 25 0.5 0.0 0.479 0.326 0.526 0.376 0.531 0.424 0.532 0.458 0.538 0.48 1. In activity I, what do your results qualitatively (i.e. non-mathematically) indicate about the rate of genetic drift in different size population?

Human Anatomy & Physiology (11th Edition)
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Author:Elaine N. Marieb, Katja N. Hoehn
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P Merced Coll...
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Discussion I...
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LAB+4
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Table 1: Changes in mean (Ave) and standard deviation (SD) of the frequency of allele A in populations of
different sizes over time (generations).
populations of different sizes over time (generations).
Generation
Pop
25
50
75
100
125
Ave
SD
Ave
SD
Ave
SD
Ave
SD
Ave
SD
Ave
SD
1000 0.5
00
0.505
0.055
0.498
|0.079
0.494
0.091
0.49
0.099
0.496
0.112
500
0.5
0.0
|0.49
0.082
0.481
0.117
0.492
0.127
0.487
0.149
0.486
0.17
250
|0.5
0.0
0.479
0.12
0.471
0.167
0.453
0.21
0.448
0.24
0.456
0.261
100
0.5
0.0
0.496
0.183
0.533
|0.241
0.536
0.283
0.519
0.327
0.506
0.356
50
0.5
0.0
0.529
0.209
0.562
0.282
0.572
0.328
0.584
0.36
0.611
0.392
25
0.5
0.0
0.479
0.326
0.526
0.376
0.531
0.424
0.532
0.458
0.538
0.48
1. In activity I, what do your results qualitatively (i.e. non-mathematically) indicate about the rate of
genetic drift in different size population?
2. When you look at the histograms in activity I, do they seem to follow a Gaussian distribution
(i.e. a bell-shaped curve)?
3. For your data in activity I, using Excel or similar software graph the mean vs population size and
standard deviation vs population size in allele frequencies after 125 generations. (Attach to doc)
a. Does the mean allele frequency change with the size of the population?
b. Does the standard deviation?
Is there a simple mathematical relationship you can see? (Feel free to run more simulations to test
с.
>
this)
+
II
Ili
Transcribed Image Text:docs.google.com UC b ***. a P P Merced Coll... Dashboard О МуМerced Mail - Kajal... Discussion I... G LAB+4.docx... Q Patterns of s... AR Rahman... LAB+4 .DOCX 6 Share K File Edit View Insert Format Tools Help Last edit was 2 minutes ago в IU A E E 100% Normal text Times New... 12 + 31 I 4 I 5 6. 7 Table 1: Changes in mean (Ave) and standard deviation (SD) of the frequency of allele A in populations of different sizes over time (generations). populations of different sizes over time (generations). Generation Pop 25 50 75 100 125 Ave SD Ave SD Ave SD Ave SD Ave SD Ave SD 1000 0.5 00 0.505 0.055 0.498 |0.079 0.494 0.091 0.49 0.099 0.496 0.112 500 0.5 0.0 |0.49 0.082 0.481 0.117 0.492 0.127 0.487 0.149 0.486 0.17 250 |0.5 0.0 0.479 0.12 0.471 0.167 0.453 0.21 0.448 0.24 0.456 0.261 100 0.5 0.0 0.496 0.183 0.533 |0.241 0.536 0.283 0.519 0.327 0.506 0.356 50 0.5 0.0 0.529 0.209 0.562 0.282 0.572 0.328 0.584 0.36 0.611 0.392 25 0.5 0.0 0.479 0.326 0.526 0.376 0.531 0.424 0.532 0.458 0.538 0.48 1. In activity I, what do your results qualitatively (i.e. non-mathematically) indicate about the rate of genetic drift in different size population? 2. When you look at the histograms in activity I, do they seem to follow a Gaussian distribution (i.e. a bell-shaped curve)? 3. For your data in activity I, using Excel or similar software graph the mean vs population size and standard deviation vs population size in allele frequencies after 125 generations. (Attach to doc) a. Does the mean allele frequency change with the size of the population? b. Does the standard deviation? Is there a simple mathematical relationship you can see? (Feel free to run more simulations to test с. > this) + II Ili
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