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11-2 Probability and Punnett Squares
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Mendel realized that the principles of probability could be used to explain the results of genetic crosses. He repeated a particular cross and obtained the same results.
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Probability The likelihood that a particular event will occur
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A coin flip Possible outcomes: Heads Tails Either outcome are equal.
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One coin flip, makes 1 chance in 2 This is ½ or 50%
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The probability of flipping three heads in a row:
½ X ½ X ½ = 1/8 1 chance in 8 flips
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The principle of probability can be used to predict the outcome of genetic crosses.
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Punnett Square The gene combinations that might result from a genetic cross.
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F1 Parents are shown along the top and left side of the square.
It also contains the possible gene combination for F2 offspring and the allele
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The punnett square can be used to predict and compare the genetic variations that will result from a cross.
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Homozygous Organisms that have two identical alleles for a particular trait –TT or tt. Org. for true breeding in particular trait
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Heterozygous Organisms that have two different alleles for the same trait. Tt Organisms are hybrid for a particular trait.
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Phenotype Plants have the same physical characteristics.
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Genotype Genetic makeup,
Genotype of one third of the tall plants is TT Two thirds of the tall plant is Tt.
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Plants have the same phenotype but different genotype.
What would happen if you cross this two plants? Short or Tall??
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T t TT 25% Tt
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Probability and Segregation
¼ of the F2 plants have two alleles for tallness 2/4 or ½ have one allele for tallness ¼ one allele for shortness ¾ are going to be tall and ¼ short Ratio 3:1
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Predicted Ratio For each seven crosses ¾ of the plants showed the trait controlled by the Dominant. ¼ showed the trait controlled by the recessive allele.
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The larger the number of offspring, the closer the resulting number will get to expected values.
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Homework To turn in: Make a punnett square with your family.
Use only one trait, like eye color, tallness, skin color, etc. Add pictures to illustrate.
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T t Tt 25% tt
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