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Predicted vs. Observed Results

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Predicted vs. Observed Results Problem: How do the predicted results compare to the actual results in a genetic cross as the sample size increases? – PowerPoint PPT presentation

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Title: Predicted vs. Observed Results


1
Predicted vs. Observed Results
2
  • Problem How do the predicted results compare
    to the actual results in a genetic cross as the
    sample size increases?
  • Background
  • Black is dominant fur color in mice, white is
    recessive.
  • What is the chance for getting a B or a b in a
    heterozygous mouse?
  • Hypothesis

3
  • Procedure
  • Make a cross of Bb x Bb using a punnett square to
    find the expected results of crossing 2
    heterozygous mice.
  • Mark 2 coinsB on one side and b on the other.
    Each coin represents one of the heterozygous
    mice.
  • Flip the coins together 40 times, and record the
    results of the offspring in table 1 .
  • Calculate the percentage of the resulting
    phenotypes in table 1.
  • Repeat steps 1-4 except cross Bb x bb, changing
    one of the coins to b on one side and b on the
    other and use table 2 to record data.

4
  • Data

Table 1 BbxBb
Gene combinations BB Bb bb
Total expected in 40 tosses
Total observed in 40 tosses
Phenotype Black Black White
Total expected
Total observed
5
Table 2 Bbxbb
Gene combinations BB Bb bb
Total expected in 40 tosses
Total observed in 40 tosses
Phenotype total Black Black White
6
  • spreadsheet

7
  • Data Analysis
  • If I have a black mouse and I want to find out
    what its genotype is, how could I set up an
    experiment to determine the genotype of the
    mouse?
  • How did your expected results compare to your
    observed results?
  • How did the class expected results compare to the
    class observed results?
  • Explain what each side of the penny represented,
    what the flipping of the penny represented, how
    it relates to the chromosomes, and what the sides
    that were facing up represented.

8
  • Conclusion Write a CER paragraph to explain how
    the predicted results compare to the expected
    results as the sample size increases.
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