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Biology
Stone: Lesson 2: Punnett Squares
| Question | Answer |
|---|---|
| probability | the likelihood that a particualr event will occur |
| True/False: The past outcomes of coin flips greatly affect the outcomes od futurue coin flips. | false |
| Why can the principals of probability be used to predict the outcomes of genetic crosses? | The way in which alleles segregate is completly random, similar to the coin flip. |
| How do genetisits use Punnett squares? | Punnett squares can be used to predict and compare the genetic variations that will result from a cross. |
| genotype | the genetic makeup of an organism (Tt) |
| homozygous | organisms that have two identical alleles for the same trait (TT or tt) |
| phenotype | the physical characteristics of an organism (tall vs. short) |
| heterozygous | organisms that have two different alleles for the same trait (Tt) |
| True/False: Homozygous organisms are true-breeding for a particular trait | True |
| True/False: Plants with the same phenotype have the same genotype | False |
| True/False: In an F(1) cross between two hybrid tall pea plants (Tt), 1/2 of the F(2) plants will have the two alleles for tallness (TT). | False |
| In Mendel's model of segregation, what was the ratio of tall plants to short plants in the F92) generation. | 3:1 |
| True/False: Probabilities predict the precise outcome of an individual event. | False |
| How can you be sure of getting the expected 50:50 ratio from flipping a coin? | By flipping it multiple times |
| The ________(larger/smaller) the number of offspring from a genetic cross, the closer the resulting numbers will get to expected values. | Larger |
| True/False: The ratios of an F(1) generation are more likely to match Mendelian predicted ratios if the F(1) generation contains humdreds or thousands of individuals | True |