2 Pages

437EXAM4_MiniReview_2006

Course: ECOL 437, Fall 2008
School: Arizona
Rating:
 
 
 
 
 

Word Count: 833

Document Preview

and Bonine Oh, Vertebrate Physiology, ECOL 437, Fall 2006 SAMPLE QUESTIONS FOR REVIEW (last portion of course) (FINAL EXAM: Tuesday 12 December 2006 from 8-10am in ILC 141) * This list of questions is not exhaustive, but should give you an idea as to the range of material and types of questions we are likely to present on the exam from the last portion of the course. Please refer to your syllabus, text, readings,...

Register Now

Unformatted Document Excerpt

Coursehero >> Arizona >> Arizona >> ECOL 437

Course Hero has millions of student submitted documents similar to the one
below including study guides, practice problems, reference materials, practice exams, textbook help and tutor support.

Course Hero has millions of student submitted documents similar to the one below including study guides, practice problems, reference materials, practice exams, textbook help and tutor support.
and Bonine Oh, Vertebrate Physiology, ECOL 437, Fall 2006 SAMPLE QUESTIONS FOR REVIEW (last portion of course) (FINAL EXAM: Tuesday 12 December 2006 from 8-10am in ILC 141) * This list of questions is not exhaustive, but should give you an idea as to the range of material and types of questions we are likely to present on the exam from the last portion of the course. Please refer to your syllabus, text, readings, and lecture and lab/discussion notes for information relevant to the last portion of the course. We may also ask you a general question based on the oral presentations presented in lab by you and your classmates. Final Exam format will be similar to the first three midterms. Content will cover the entire semester. The amount of detail will be less, except for the material since the 3rd exam. Questions/topics from each lecture/lab: Avian Adaptive Physiology (Kevin Oh): 21 November 1. Describe some avian responses to the unusual energetic demands these vertebrates face. 2. Are birds typically habitat specialists or generalists as compared to similar-sized mammals? Why? 3. What information can we learn from Archaeopteryx? 4. Why do biologists argue that respiratory turbinates are adaptive? 5. Do you think therapsids were endotherms or ectotherms? Why or why not? 6. How might endothermy and flight be related in evolution? Do insects play a role in your answer? 7. How is muscle fiber-type related to flight behavior in birds? Which species have lots of aerobic pectoralis muscle? 8. Explain how the BMR in songbirds is different than that of other birds. How does body size influence BMR? Is the relationship linear? Isometric? 9. What role does the thermal neutral zone play in the relationships among bird behavior, distribution, and body size? 10. Why don't birds have lots of brown fat to stay warm? Is your answer influenced by the fact that bats have brown fat? 11. How would you argue that hypothermia or torpor is adaptive in some hummingbird species? 12. Is counter-current exchange a useful tool in birds? When and how? 13. Why is bird ureteral urine not very concentrated? How do birds get rid of nitrogenous waste? 14. What does "facultative ammonotely" mean? Physiology of Migration (Dana Acevedo) 28 November 15. How does knowledge of bird physiology aid conservation efforts? 16. What are the three blood components? Which did Dana spend more time discussing? Why? 17. Would Dana agree with the following?: "Just because you can measure it doesn't mean you understand its role." Why or why not? 18. How much blood did Dana take from a 30g bird? 19. What do triglycerides and glycerol indicate about fat metabolism? 20. is What the biggest threat to persistence of migratory bird species? 21. How is bird `condition' measured or calculated? How can this measure be improved upon to provide information about recent metabolic/energetic changes as opposed to just a one-time snapshot of body condition? 22. What do stress proteins like corticosterone do to fat and protein metabolism? 23. Do the energetic needs of the birds differ between the northward and the southward legs of their migration? Bonine and Oh, Vertebrate Physiology, ECOL 437, Fall 2006 Allometry, Metabolism, Thermal Physiology 30 November and 05 December 24. Define allometry. 25. Give examples of things that scale isometrically? That scale with a slope greater than 1? How about with a slope less than 1? (on log-log axes) 26. Use a graph to explain why a 4g shrew eats 2g of food per day but an elephant does not eat half its body mass in a day. 27. Give a generic power function that explains the relationship between body mass and some other variable. How is this function altered to provide a linear representation on a graph? 28. Is swimming a more expensive mode of transport than flying? What units are being measured? How do humans stack up? 29. Give two examples of interesting allometric relationships or physiological questions related to allometry. 30. What is the end result of most catabolism? How is this related to entropy, the 10% rule, and the 2nd law of thermodynamics? 31. Explain specific dynamic action. How does it affect a measure of BMR? 32. Give an example of an interesting lesson to be learned by thinking about ecology and metab...

Find millions of documents on Course Hero - Study Guides, Lecture Notes, Reference Materials, Practice Exams and more. Course Hero has millions of course specific materials providing students with the best way to expand their education.

Below is a small sample set of documents:

McGill - EE - 534
ANALOG MICROELECTRONICS (304-534A)Final Project A First-Order, Multibit, A/D Converter Handout Date: Wednesday, November 16th, 2005 Due Date: Thursday, December 1st, 2005 Objectives: Design a rst-order, single-bit, lowpass A/D converter. The conve
McGill - EE - 534
ANALOG MICROELECTRONICS (304-534A)Assignment # 2 Op-Amp / OTA Design Handout date: Thursday, October 14th, 1999 Submission deadline: Thursday, November 4th, 1999Objectives: Operational ampliers are integral components of most switched - capacitor
McGill - EE - 534
Analog Microelectronics 304-534A Prof. G. W. Roberts Final Project First-Order A/D Convertor Hand out date: Tuesday, 17th November, 1998. Submission Deadline: Wednesday, 16th December, 1998. Objectives The system level description of a rst order mo
Allan Hancock College - CITS - 1220
ReviewsSoftware Engineering CITS1220Lecture OverviewWhat is a review? Why do it? 4 types of review method A generic inspection process Personal Software Process Reviews Review Success Factors and Pitfalls Defect MetricsWhat is Formal Technical
McGill - EE - 534
ANALOG MICROELECTRONICS (304-534A)Assignment # 1 Operational Amplier Design: Schematic and Simulation Handout Date: Monday, September 24th, 2001 Due Date: Wednesday, October 10th, 2001 Objectives: The objective of this assignment is to design the op
McGill - EE - 534
Analog MicroelectronicsFinal Project: Switched Capacitor Implementation of a First Order1-bit Modulator. Handout Date: Thursday, November 18th, 1999. Submission Deadline: Friday, December 3rd, 1999.1.0 Project ObjectivesFigure 1 represents a swi
McGill - EE - 534
ANALOG MICROELECTRONICS (304-534A)Assignment # 3 A Second-Order Bandpass DS A/D Converter: System-Level and Circuit-Level Implementation Handout Date: Monday, October 29th, 2001 Due Date: Wednesday, November 14th, 2001 Objectives: (a) Design a secon
McGill - EE - 534
ANALOG MICROELECTRONICS (304-534A)Final Project A First Order A/D Converter Due Date: December 18th, 2000 Objectives: Design a rst-order A/D converter to convert a 4 kHz voice signal to a 10-bit resolution digital bitstream. Your implementation sh
McGill - EE - 534
ANALOG MICROELECTRONICS (304-534A)Assignment # 3 A First-Order, Single-bit, Lowpass A/D Converter: System-Level and Circuit-Level Implementation Handout Date: Wednesday, November 2nd, 2005 Due Date: Wednesday, November 16th, 2005 Objectives: (a) De
McGill - EE - 534
ANALOG MICROELECTRONICS (304-534A)Final Project A First Order DS A/D Converter Handout Date: Monday, November 12th, 2001 Due Date: Monday, December 17th, 2001 Objectives: Design a second-order bandpass DS A/D converter. The converter is intended for
McGill - EE - 534
Analog MicroelectronicsAssignment # 3A First-Order A/D Convertor System Level Simulation and Performance EvaluationObjectives Design a rst-order A/D convertor at the system (mathematical) level to convert a 4kHz voice signal to a 13-bit resolut
McGill - EE - 534
Analog MicroelectronicsAssignment #3 Top-Level Behavioral Analysis of a 1-bit lowpass Modulator Handout Date: Thursday, November 4th, 1999. Submission Deadline: Thursday, November 18th, 1999. The objectives of your nal project in this course are to
McGill - GROBER - 1988
McGill - GROBER - 1989
McGill - GROBER - 1990
McGill - GROBER - 1985
McGill - GROBER - 1987
Minnesota - ASTRONOMY - 1011
Astronomy 1011H Study Guide for Second Midterm Exam: Professor Paul Woodward: LCSE (Laboratory for Computational Science & Engineering) 125 Walter Library, Digital Technology Center (offices on 4th floor of Walter Library). paul@lcse.umn.edu 612-625-
McGill - CS - 567
ILOG CPLEX 10.0 Getting StartedJanuary 2006COPYRIGHT NOTICECopyright 1987-2006, by ILOG S.A. and ILOG, Inc. All rights reserved. General Use Restrictions This document and the software described in this document are the property of ILOG and are
Allan Hancock College - CITS - 3220
InspectionsSoftware Requirements & Project Management CITS3220 Lecture 18Lecture OverviewWhat is a review? Why do it? 4 types of review method A generic inspection process Personal Software Process Reviews Review Success Factors and PitfallsWha
McGill - CS - 360
Selection Problems and the Greedy Algorithm A selection problem is the problem of choosing a subset of items satsifying some given property from a nite set. If each element has a positive weight, the maximum weight selection problem is to nd such a s
Allan Hancock College - CITS - 3200
Professional Computing (CITS3200)Requirements AnalysisProfessional Computing CITS3200Sujatha Bulandran The University of Western Australia13th Aug 2008-1-Bulandran, S.Professional Computing (CITS3200)Overview1.0 Requirements Analysis /
McGill - CS - 360
Scheduling Independent TasksSetup: We are given n tasks, numbered 1, 2, ., n, with running times t1, t2, ., tn respectively, and m processors. We would like to schedule all n task on the m processors so as to minimize the finish time of the last job
Allan Hancock College - CITS - 3200
Project ManagementJohn Wiese 2008John WieseThales Position (formerly ADI Ltd)Ranking Company1999 2000 2001 2002 2003 2 2 1 1 1 1 1 2 2 2 3 3 3 3 3 27 11 4 4 4 7 7 6 5 ADI Limited Tenix Defence BAE Systems Raytheon Australia Spotless GroupE
McGill - CS - 360
A List Heuristic for Vertex CoverHappy Birthday Vasek!David Avis McGill University Tomokazu Imamura Kyoto UniversityOperations Research Letters (to appear)Online: http:/cgm.cs.mcgill.ca/avisrevised: 2006.11.16Outline The Vertex Cover Pro
Allan Hancock College - CITS - 2200
1. Educational AimsData Structures and Algorithms Topic 8 The aims of this topic are: 1. to develop a mathematical competency in describing and understanding algorithm performance, and 2. to begin to develop an intuitive feel for these mathematical
McGill - CS - 360
COMP 360: Algorithm Design Techniques Tutorial given on February 18, 2004 Prepared by Michel Langlois Example of Johnsons algorithm Given a graph G = (V, E), with weighting function w: b 6 -4 a 7 e 8 -3 d 9 -2 c 7 52 Step 1. Transform G into G = (V
McGill - CS - 567
ILOG CPLEX 10.0 File FormatsJanuary 2006COPYRIGHT NOTICECopyright 1987-2006, by ILOG S.A. and ILOG, Inc. All rights reserved. General Use Restrictions This document and the software described in this document are the property of ILOG and are pro
McGill - CS - 567
ILOG CPLEX 10.0 ParametersJanuary 2006COPYRIGHT NOTICECopyright 1987-2006, by ILOG S.A. and ILOG, Inc. All rights reserved. General Use Restrictions This document and the software described in this document are the property of ILOG and are prote
McGill - CS - 567
Winter 2008CS567 Stochastic Linear/Integer Programming Guest Lecturer: Xu, HuanClass 3: Algorithms for Two-Stage Linear Recourse ProblemComputation in stochastic programs with recourse has focus on two-stage problems with nite numbers of realiz
McGill - CS - 567
Easily Computable Facets of the Knapsack Polytope Eitan Zemel Mathematics of Operations Research, Vol. 14, No. 4. (Nov., 1989), pp. 760-764.Stable URL: http:/links.jstor.org/sici?sici=0364-765X%28198911%2914%3A4%3C760%3AECFOTK%3E2.0.CO%3B2-5 Mathema
McGill - CS - 567
ILOG CPLEX 10.0 Release NotesJanuary 2006COPYRIGHT NOTICECopyright 1987-2006, by ILOG S.A., 9 Rue de Verdun, 94253 Gentilly Cedex, France, and ILOG, Inc., 1080 Linda Vista Ave., Mountain View, California 94043, USA. All rights reserved. General
McGill - CS - 567
ILOG CPLEX 10.0 User's ManualJanuary 2006COPYRIGHT NOTICECopyright 1987-2006, by ILOG S.A. and ILOG, Inc. All rights reserved. General Use Restrictions This document and the software described in this document are the property of ILOG and are pr
McGill - CS - 567
A cutting plane algorithmPrepared by Shin-ichi Tanigawax3 = 6 3x1 2 x2 x4 = 0 + 3x1 2 x2 z = x2x3 = 6 3 x1 2 x2 x4 = 0 + 3 x1 2 x2 z = x21 1 x1 = 1 x3 + x4 6 6 3 1 1 x2 = x3 x4 2 4 4 3 1 1 z = x3 x4 2 4 4x3 = 6 6 x1 + x4 3 1 x2 =
McGill - CS - 567
Discrete Optimization II COMP 567B Class Test March 18, 2004 All questions have the same weight1. A kernel in an directed graph G = (V , E) is a subset K of the vertices so that: (i) No two vertices in K are joined by an edge, and (ii) For every ver
McGill - CS - 566
First Class Test - COMP566 October 11, 2007 No books or notes Please state precisely any theorem that you use. 1 (5 marks). In a cow farm each cow receives a daily minimum of 100 units of calcium, 20,000 calories, and 1,500 units of protein. To accom
McGill - CS - 360
09:46amApril 16, 2003Solution to Assignment 4Thomas Feng April 16, 20031. Solution: CNF: ( + y + z ) (x + z) ( + z) ( + y + z) (x + y ) x y x Equivalent clique problem:c1y x zxyc5c2zxyzc3z xyc4Figure 1: Equiva
McGill - CS - 360
Question 1: This question was very well done in general. I accepted any problem of the following form: Resource 1 Resource 2 Resource 3 Resource 4 Resource 5 Profit x1 x2 x3 a1,1 a1,2 a2,1 x4 p1 p2 p3 p4 x5 p5 p6 p7 p8 p9 x6 x7 x8 x9 Supply b1 b2 b
McGill - CS - 360
1) This question is worth 15 out of 25 points. I gave 2 points to everybody just for handing in the assignment. Each of the 6 examples is worth 1.5 points (0.5 just for giving the correct true/false answer, and 1 point for the proof). The proof in pa
McGill - CS - 360
2) Matrix Chain Multiplication This question is worth 10 points out of 25. Here is the deduction scheme: 1 point if you didn't give the answer, i.e. the best/worst parenthesizations (0.5 point for each of a and b) 2 points if you didn't give any illu
McGill - CS - 360
Algorithm Design Techniques - COMP 360B MIDTERM EXAM March 4, 2003 Student ID: 10:05 - 11:20 NAME:All answers to be written on this question sheet, which has 4 pages. You may use the back of the page if necessary. No calculators, cell phones, books
McGill - CS - 360
Sheet1ID 7447 6711 8513 3291 9142 9762 8100 7837 1373 3245 0771 4287 0536 9525 7489 1615 4637 3546 3840 0670 0336 5141 1850 0957 5145 0057 8044 9249 9210 8073 6166 2547 1028 9779A1 (/25) 16 20 14 13 13 19 18 17 14 16 16 13 13.5 15 12 10 22 4 12 1
McGill - CS - 360
h gge )" f5#VXdc 9 S 9" Y 9" Y) W @`8Y#ba#`5(X&VU& %$%"EQIGECA T)S R P H F D B 9@#)$761!%#5431('$#%"$# 8 ! ") 2 0 ) & " "! t ~y gi e e d@by{ibbfd@d@d@ ~y gi wg ~ ~y gi g i w ~ ng s i w i f i g n f r ~y gi ~
Johns Hopkins - C - 171
76. Both proofs shown next utilize the fact that the vector (cross) product of a and b is perpendicular to both a and b . This is mentioned in the book, and is fundamental to its discussion of the right-hand rule. (a) (b a ) is a vector that is perp
McGill - CS - 360
q g p H p X X t F g f9Tafx H F g p h e h V h p X p R V h u H I H F v H ~ R g R e h g ` g ` X H F E q t F R I H F 9xiWCCa9T2TmQfSmiTuWiW9xa9G2C9TQam9Qg V X p Xh g R g p H e H I H I g eh t p H t R R p R eh axxfQPQ9PQUiPffQTTxUaaTC9
McGill - CS - 360
McGill - CS - 360
Q( U Hj 48 98!96 2 H8 ( W B 0( 8! & B! u H W U Q( U e u r 0( %T1m3C@{@R7@`o8C1Xq5q{9XT1mv1Xo8W g u F 2 j6( 98 Q ! H9 W g e W 0! H9 Q( U Hj 48 98!96 2 H8 ( W B 0 ( "k5u1@5o($7Ao8bkSF7AbT1m3C@X@AA5C@`Xo8EC5g 29 r a2 F 8!& B! H W U Q( U ( W W h
McGill - CS - 360
COMP 360: Algorithm Design Techniques Tutorial given on April 7, 2004 Prepared by Michel Langlois Poly-reducibility Exercise Assume problem P1 is reducible in polynomial time to problem P2. Claim: If both P1 and P2 are NP-Complete, then P2 is poly-re
McGill - CS - 360
McGill - CS - 360
McGill - CS - 360
McGill - CS - 360
McGill - CS - 360
Question #1: Snacks and foods that will be part of my low cost diet: Table 1: Nutritional information 1 DescriptionMilk 1% fat with calcium added (250 ml)230 g cereal serving (Rice Krispies)3Appletropical fruit snack42 slices of multigrain
McGill - CS - 360
r vi g fe ge {z{ { ze ~ ~ gzi yz zi gze {i YkjjhjYhYh{$YjkYhkjujkujY i z i {z e v yz ~ zz g z g { { z yz { g yz i g fe ge {z { { ze ~ YCuYquH%tcYhxhhhQYjA9%hqe%kjhFhhYhYh{%hy qj22h qH cH
McGill - CS - 360
6 4 2 `l`flF`oHC`7`ww`h'7 532G R`o`x 1 ' % ' 0`C)`}HFw`qo(` % &`bR`R}`w`R`w w$# C %`ew`R
McGill - CS - 566
First Class Test - COMP566 October 19, 2006 8:35 - 9:55amEach of the three questions have equal weight. No books or notes Please state precisely any theorem that you use. 1. The Two Mines Company own two different mines that produce ore which is gr
McGill - CS - 567
Discrete Optimization II COMP 567B Class Test March 11, 20031.(10 points) Consider a production problem containing the objective function: z = max 20x 1 + 30x 2 + 40x 3 and many resource constraints, one of which reads 7x 1 + 2x 2 + 4x 3 100 = b. S
McGill - CS - 566
Homework 1COMP566 Due: Thurs September 20, 20071. Three part-time workers are available to do 5 jobs in a given work week. The hours required by each worker to perform each job is given in the table below. Hourly wage rates for workers 1, 2 and 3
McGill - CS - 566
Centre de Recherches Mathmatiques CRM Proceedings and Lecture Notes Volume 00, 2008What is the Worst Case Behavior of the Simplex Algorithm?Norman ZadehThe examples published by Klee and Minty in 1972 do not preclude the existence of a pivot rule
McGill - CS - 566
Homework 1COMP566 Due: Thurs September 21, 20061. A manufacturer of animal feed wants to produce a feed mix of minimum cost. The feed mix contains three active ingredients and a ller to provide bulk. One kg of feed mix must contain a minimum quan