* Your assessment is very important for improving the workof artificial intelligence, which forms the content of this project
Download Practice problems
Survey
Document related concepts
Transcript
Chapter 5 review of Concepts APES Answer the following questions in preparation for your test. 1. What are the four factors that influence the rate of whether or not an organism will adapt? Explain which is better (slow, they will adapt?? Etc.) a. b. c. d. 2. Define and give an example of each of the following concepts. Definition: Ecosystem Definition: Species diversity Definition: Genetic diversity diversity Example: Ecosystem diversity Example: Species diversity Example: Genetic diversity 3. Define and then draw a picture that explains the difference between species richness and species evenness. Definition: species richness Definition: Species evenness Picture: species richness Picture: Species evenness 4. Draw a phylogenic tree (it doesn’t have to be real/accurate) and explain which species is the common ancestor to all and which are more closely related: Chapter 5 review of Concepts APES 5. Define and give an example of micro and macroevolution. Define: Microevolution Define: Macroevolution Example: Microevolution Example: Macroevolution 6. Describe artificial and natural selection. Which occurs faster and why? Give an example of each. 7. Define and draw a picture that represents each of the random processes of evolution. define picture Bottleneck Genetic drift Mutation Founder Effect 8. What is the difference between sympatric and allopatric evolution? Give examples. 9. Draw a picture of the figure on page 135 (figure5.18) and label all the following: Limit of tolerance, range of tolerance, realized niche, fundamental niche, the “amount of existence” (reproducing, living, growing). Chapter 5 review of Concepts APES 10. What is the difference between realized and fundamental niche? 11. When was the largest mass extinction? What mass extinction is most famous? How many, what types of organisms went extinct during this period. 12. Do the following problem (example on page 124 of your Friedland text): Imagine a community of 100 individuals that are evenly divided among five species, so that the proportions (pi) of all the species equals 0.20. Calculate Shannon’s Index: Now, take the same population, but after an exotic species had been added, 1 of the endemic species was now 80% of the total population and species 2-5 are represented as follows: species 2:10%, species 3: 2%, species 4: 4% and species 5: 4%. Calculate Shannon’s Index.