Translation and Mutations

How to Proceed

  • Read through the introductory materials below.
  • Open the Unit 5 Experiment Answer Sheet and complete the following Experiment exercises this unit:
    • Experiment 5 Exercise 1 – Transcription and Translation (~15 min)
    • Experiment 5 Exercise 2 – Translation and Mutations (~1 hr)
    • Experiment 5 Exercise 3 – Mutation Rates (~30 min)
  • Save your completed Unit 5 Experiment Answer Sheet and submit it no later than Sunday midnight (CT).

Transcription and Translation – Introduction

Be sure that you have read over our online lecture this unit on DNA and read pp 177 to 181 in your book before starting. DNA can be a complex concept to grasp, and there is a lot of terminology to keep straight. These first two exercises will focus on transcription and translation, the two processes responsible for taking the information embedded in our DNA and using it to create a protein.

There are segments in our DNA called genes that code for the proteins needed to carry out cellular functions. These genes are a sequence of nucleotides; adenine (A), thymine (T), cytosine (C) and guanine (G) and the specific sequence of these nucleotides is what conveys the information needed to produce a given protein. In humans, the smallest gene is 252 nucleotides long, whereas the largest is more than 2 million nucleotides long! The genetic code is used to decipher the sequence of nucleotides into a sequence of amino acids. The code uses a series of three-nucleotide sequences called codons. Each different codon codes for an amino acid and it is this specific sequence of amino acids that determines what protein is formed.

DNA is found in our nucleus, yet our proteins are synthesized in the cytoplasm. A gene must first be transcribed into a form that can leave the nucleus. Transcription is the process in which a sequence of DNA used to synthesize a complementary strand of messenger RNA (mRNA). This mRNA acts a template and is used to translate the original DNA sequence into a protein, based on the information in its codons and the Genetic Code.

For example, the DNA sequence ATG-CGT-TAG-CGT-ATTC would be transcribed into the mRNA sequence UAC-GCA-AUC-GCA-UAA. Then, using Fig 10.11 on p 180 in your book, you can determine that this mRNA would be translated into the amino acid sequence Tyrosine-Alanine-Isoleucine-Alanine-Stop.

In Exercise 1, you will have the opportunity to demonstrate your understanding of transcription and translation. You will be using the following website; be sure that you are able to access and use the site:

University of Utah. No date. Transcription and Translation
https://learn.genetics.utah.edu/content/basics/transcribe/ (Links to an external site.)

In Exercise 2, you will apply what you learned in Exercise 1 and evaluate the effect that different types of mutations have on the outcome of transcription and translation. You’ll want to review these mutations on pp 186-187 of your book and in our online lecture on DNA before starting. You will be using the following website; be sure that you are able to access and use the site:

McGraw Hill. No date. Virtual Lab: DNA and Genes
http://glencoe.mheducation.com/sites/dl/free/0078802849/383936/BL_26.html (Links to an external site.)

Finally, in Exercise 3, you will complete a series of calculations to determine the probability of a mutation occurring within a gene that results in a change in protein structure. These are straight-forward math calculations; do not let them overwhelm you.

UNIT 5 EXPERIMENT ANSWER SHEET Please submit to the UNIT 5 Experiment SUBMISSION LINK no later than Sunday midnight.

SUMMARY OF ACTIVITIES FOR UNIT 1 EXPERIMENT ASSIGNMENT

· Experiment 5 Exercise 1 – Transcription and Translation

· Experiment 5 Exercise 2 – Translation and Mutations

· Experiment 5 Exercise 3 – Mutation Rates

 

Experiment 5 Exercise 1: Transcription and Translation

This exercise will ensure that you have a good understanding of the processes of transcription and translation. To get started, go to the following website:

University of Utah. No date. Transcription and Translation

http://learn.genetics.utah.edu/content/molecules/transcribe/

 

Procedure

A. Read over the information on the first screen and click on the click here to begin to proceed.

B. On the next screen transcribe the give DNA strand.

Table 1. Transcription of the DNA sequence (1.5 pts).

RNA                                            

 

C. Once you have finished transcribing the DNA, you will then translate the RNA sequence. Follow the instructions on the screen.

Table 2. Translation (1.5 pts)

  Codon Amino Acid
Codon 1    
Codon 2    
Codon 3    
Codon 4    
Codon 5    
Codon 6    

 

 

Experiment 5 Exercise 2: Translation and Mutations

Now that you know how to transcribe DNA and translate the mRNA message, let’s take a look at the different types of mutations that might disrupt this process. Review pp 186-187 in your book before beginning. In this exercise you will need to use the following website:

McGraw Hill. No date. Virtual Lab: DNA and Genes http://www.glencoe.com/sites/common_assets/advanced_placement/mader10e/virtual_labs_2K8/labs/BL_04/index.html

Read over the information in the Mutation Guide and close it when you are done. Note that there are several pages; you will need to click on Next to proceed through the Guide. If you want to review this material, you can click on the Mutation Guide button. You are going to run a series of simulations in which an mRNA sequence and its corresponding amino acid sequence is provided. You will be told what type of mutation you will you apply (= Mutation Rule) and you will have to determine the new, mutated mRNA and the resulting protein sequence.

Procedure

A. Click on the Mutate button to get started.

B. Find the Mutation Rule (lower left corner) and enter it into Table 3 below (see the Example provided).

C. Drag the appropriate nucleotides to build the new, Mutated mRNA sequence. If you make a mistake building the new mRNA sequence, drag the correct nucleotide and place it on top of the incorrect one (you cannot actually remove a nucleotide).

D. Once you have generated your Mutated mRNA sequence, you now need to build your Mutated amino acid sequence by matching the appropriate amino acid with each codon. Click on Genetic Code Chart to see the code or you can use Figure 10.11 on p 160 in your book.

NOTE: If you add a STOP codon, do NOT add any more amino acids after it!

 

E. Once you have finished, click on the Check button. If you are correct, then continue with Step F. If you had errors, you will have to Reset the simulation and start over with Step A. Here is what the results look like for the example provided:

F. When you have been successful, enter the Original mRNA sequence and the Original amino acid sequence in the Table below. Then enter the Mutated mRNA and Mutated protein sequence.

G. Click on Reset and repeat Steps A through F four more times so that you end up with FIVE replicates. Do not reuse the same Mutation Rule and do not use the rule used in the example (“the 4th A becomes a C”). If you get the same Mutation rule twice, Reset the simulation and run again.

Do NOT use the same Mutation rule as shown in the example and do NOT use the same Mutation Rule twice!

Table 3. Mutation rules, mRNA sequences and amino acid sequences (10 pts).

Rep Mutation Rule and Sequences
E

X

A

M

P

L

E

Mutation rule: The 4th A becomes a C
  Original mRNA sequence AUG CAC ACG GUG CGA GGG AGU CUG
  Original amino acid sequence Met (Start) – His – Thr – Val – Arg – Gly – Ser – Leu
  Mutated mRNA sequence AUG CAC ACG GUG CGC GGG AGU CUG
  Mutated amino acid sequence Met (Start) – His – Thr – Val – Arg – Gly – Ser – Leu
  Consequence Substitution appears to have had no effect; Arg Arg
1 Mutation rule:
  Original mRNA sequence  
  Original amino acid sequence  
  Mutated mRNA sequence  
  Mutated amino acid sequence  
  Consequence  
2 Mutation rule:
  Original mRNA sequence  
  Original amino acid sequence  
  Mutated mRNA sequence  
  Mutated amino acid sequence  
  Consequence  
3 Mutation rule:
  Original mRNA sequence  
  Original amino acid sequence  
  Mutated mRNA sequence  
  Mutated amino acid sequence  
  Consequence  
4 Mutation rule:
  Original mRNA sequence  
  Original amino acid sequence  
  Mutated mRNA sequence  
  Mutated amino acid sequence  
  Consequence  
5 Mutation rule:
  Original mRNA sequence  
  Original amino acid sequence  
  Mutated mRNA sequence  
  Mutated amino acid sequence  
  Consequence  

 

Questions

1. What is a silent mutation? Did you see any examples of this in your mutations above? If so, which mutation rule(s) generated it? Cite your sources (2 pts).

 

2. What is a missense mutation and how does it differ from a nonsense mutation? Did you see examples of either of these types of mutation and if so, which mutation rule(s) generated it? Cite your sources (2 pts).

3. What is a frame-shift mutation and why are they so damaging? Did you see any examples of this in your mutations above? If so, which mutation rule(s) generated it? Cite your sources (2 pts).

 

4. Find a genetic disorder that develops as a result of one of the types of genetic mutations we have examined in this exercise. Identify the disorder and briefly describe the mutation responsible. Cite your sources (3 pts).

 

 

Experiment 5 Exercise 3: Mutation Rates

We learned in our second exercise that not all mutations have an observable effect. Yet the risk of a mutation being damaging is fairly significant, so it is important to understand the probability of them occurring. In this exercise, we are going to calculate the probability of a mutational event within a gene. You are given the necessary information below to complete the calculations. Do not let them overwhelm you; this is simple math, so think things through.

Assume that:

· there are approximately 3,000,000,000 base pairs in the mammalian genome (genes constitute only a small portion of this total)

· there are approximately 10,000 genes in the mammalian genome

· a single gene averages about 10,000 base pairs in size

 

Questions

1. Based on the assumptions above, in the mammalian genome, how many total base pairs are in all the mammalian genes? Show your math (2 pts).

2. What percentage (%) of the total genome does this represent? Show your math (2 pts).

 

3. What is the chance (%) that a random mutation will occur in any given gene? Show your math (2 pts).

 

4. Only 1 out of 3 mutations that occur in a gene result in a change to the protein structure. What is the probability that a random mutation will change the structure of a protein? Show your math (2 pts).

 

UNIT 1 Experiment Grading Rubric

Component Expectation Points
Experiment 5 Exercise 1 Demonstrates an understanding of the process of transcription and translation (Table 1 and 2). 3 pts
Experiment 5 Exercise 2 Correctly implements the proper mutation and transcribes the mRNA correctly (Table 3). 10 pts
  Demonstrates an understanding of the different types of mutations and their consequences (Questions 1-4). 9 pts
Experiment 5 Exercise 3 Correctly calculates the necessary information (Questions 1-4). 8 pts
TOTAL   30 pts

 

Updated April 2015

 
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Excel Worksheet

A Skills Approach: Excel 2016 Chapter 3: Using Formulas and Functions

1 | Page Skill Review 3.2 Last Updated 3/19/18

Skill Review 3.2 In this project you will edit a worksheet to compute student grades and grade statistics. Be sure to save your work often!

Skills needed to complete this project: • Using Date and Time Functions

• Using CONCAT to Combine Text

• Formatting Text Using Functions

• Creating Formulas Using Counting Functions

• Using Formula AutoComplete to Enter Functions

• Displaying and Printing Formulas

• Naming Ranges of Cells

• Using the Logical Function IF

• Using the Function Arguments Dialog to Enter Functions

• Working with Named Ranges

• Finding Minimum and Maximum Values

• Calculating Averages

• Finding Data Using the VLOOKUP Function

• Checking Formulas for Errors

1. Open the start file EX2016-SkillReview-3-2. The file will be renamed automatically to include your

name. Change the project file name if directed to do so by your instructor, and save it. Click the Enable

Editing button in the Message Bar at the top of the workbook so you can modify it.

2. Take a look at the two sheets. The first sheet contains the students’ names and their scores. The second

sheet will be used to look up the letter grade for each student.

3. On the Scores worksheet, enter a function in cell B3 to display the current date and time.

a. If necessary, click the Scores worksheet tab. Click cell B3.

b. On the Formulas tab, in the Function Library group, click the Date &Time button.

c. Click NOW.

d. Click OK.

4. The first column should display the full student name. Use CONCAT to combine the values from the

First Name and Last Name columns.

a. Click cell A10.

b. On the Formulas tab, in the Function Library group, click the Text button, and select CONCAT.

IMPORTANT: If you do not see CONCAT in the list, use CONCATENATE function instead.

c. Click cell C10 to enter the cell reference in the Text1 argument box.

d. Press TAB to move to the Text2 argument box.

e. Type ” ” to place a space between the first and last names.

f. Press TAB to move to the Text3 argument box.

Step 1 Download start file

 

 

A Skills Approach: Excel 2016 Chapter 3: Using Formulas and Functions

2 | Page Skill Review 3.2 Last Updated 3/19/18

g. Click cell B10 to enter the text reference in the Text3 argument box.

h. Click OK. The completed formula should look like this: =CONCAT(C10,” “,B10)

5. Add the PROPER function to the formula so student names do not appear in all uppercase.

a. Double-click cell A10 to edit the formula.

b. Create a nested formula by typing PROPER( between the = symbol and CONCAT.

c. Type another ) at the end of the formula.

d. Press ENTER. The completed formula should look like this:

=PROPER(CONCAT(C10,” “,B10))

e. Copy the formula from cell A10 to A11:A26 to fill the list of student names. Use any method you

want.

6. Count the number of students to calculate the class size.

a. Click cell B2.

b. Type =COU

c. Double-click COUNTA in the Formula AutoComplete list.

d. Click cell A10 and drag to cell A26.

e. Press ENTER. The completed formula should look like this: =COUNTA(A10:A26)

7. Display your formulas to check for accuracy.

a. On the Formulas tab, in the Formula Auditing group, click the Show Formulas button.

b. When you are ready to continue, hide the formulas and display formula values by clicking the Show

Formulas button again.

8. Define a named range for the total possible points up to the class drop cut-off point.

a. Select cells D7:R7.

b. In the Name box, type: PossiblePtsMid

c. Press ENTER.

9. Find out which students have a grade below C at the cut-off point for dropping the class. Enter an IF

function in cell S10 to check if the student’s total points divided by the total possible points through the

midterm is less than 70% (the lowest percentage for a C grade). Use SUM functions within the IF

function. Be sure to use the range name you just defined for possible points. If the student is below a C

grade, display Warning! in the cell; otherwise leave the cell blank.

a. Click cell S10.

b. On the Formulas tab, in the Function Library group, click Logical.

c. Click IF.

d. If necessary, move the Function Arguments dialog so you can see the worksheet data.

e. In the Logical_test argument box, type: SUM(D10:R10)/SUM(PossiblePtsMid)<70%

f. In the Value_if_true argument box, type: Warning!

g. In the Value_if_false argument box, type: “”

 

 

A Skills Approach: Excel 2016 Chapter 3: Using Formulas and Functions

3 | Page Skill Review 3.2 Last Updated 3/19/18

h. Click OK. The completed formula should look like this:

=IF(SUM(D10:R10)/SUM(PossiblePtsMid)<70%,”Warning!”,” “)

i. Fill the IF function in cell S10 down for all students. Use any method you want. There should be

three students with Warning! in the Class Drop Cut-Off Point column.

10. Find the highest score for each assignment.

a. Click cell D4.

b. Type =MAX( and then click cell D10 and drag to cell D26.

c. Press ENTER. The completed formula should look like this: =MAX(D10:D26)

d. Copy the formula across the row to cell AB4. Use any method you want. Be sure to leave cell S4

blank.

11. Find the lowest score for each assignment.

a. Click cell D5.

b. Type =MIN( and then click cell D10 and drag to cell D26.

c. Press ENTER. The completed formula should look like this: =MIN(D10:D26)

d. Copy the formula across the row to cell AB5. Use any method you want. Be sure to leave cell S5

blank.

12. Calculate the average score for each assignment.

a. Click cell D6.

b. Type =AV and then double-click AVERAGE in the Formula AutoComplete list.

c. Click cell D10 and drag to cell D26.

d. Press ENTER. The completed formula should look like this: =AVERAGE(D10:D26)

e. Copy the formula across the row to cell AB6. Use any method you want. Be sure to leave cell S6

blank.

13. Compute the students’ total points. Enter a SUM function in cell AC10 to add all the points across for

the first student.

a. Click cell AC10.

b. Type =SU and then double-click SUM in the Formula AutoComplete list.

c. Click cell D10 and drag to cell AB10.

d. Press ENTER. The completed formula should look like this: =SUM(D10:AB10)

e. Copy the formula from AC10 through cell AC26. Use any method you want.

14. Enter a formula to compute the percentage for the first student. Divide the student’s total points by the

total possible points. You will be copying this formula, so make sure the reference to the total possible

points uses an absolute reference.

a. In cell AD10, enter the following formula to calculate the percentage: =AC10/$AC$7

b. Copy the formula from AD10 through AD26. Use any method you want.

 

 

A Skills Approach: Excel 2016 Chapter 3: Using Formulas and Functions

4 | Page Skill Review 3.2 Last Updated 3/19/18

15. The grade scale is stored in the Grades worksheet. Before calculating students’ final grades, create a named

range to use in the formula.

a. Click the Grades sheet tab.

b. Select cells B4:C8.

c. Type GradeScale in the Name box.

d. Press ENTER.

16. Now you are ready to create a lookup formula to display each student’s final letter grade.

a. Return to the Scores sheet, and click cell AE10.

b. On the Formulas tab, in the Function Library group, click the Lookup & Reference button, and select

VLOOKUP.

c. Click cell AD10 to enter it in the Lookup_value argument box.

d. Type GradeScale in the Table_array argument box.

e. The rates are located in the second column of the lookup table. Type 2 in the Col_index_num

argument box.

f. In this case, you do not want to specify an exact match, as the percentage grades do not match the

grade scale percentages exactly. An approximate match will return the correct letter grade.

g. Click OK. The completed formula should look like this: =VLOOKUP(AD10,GradeScale,2)

h. Fill down for all students. Use any method you want.

17. Before closing the project, check your workbook for errors.

a. On the Formulas tab, in the Formula Auditing group, click the Error Checking button.

b. If errors are found, use the error checking skills learned in this chapter to find and fix the errors.

18. When Excel displays a message that the error check is complete, click OK.

19. Save and close the workbook.

20. Upload and save your project file.

21. Submit project for grading.

Step 2

Upload & Save

Step 3 Grade my Project

 
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Animal Physiology Questions

 

COMPARATIVE PHYSIOLOGY- Animal Physiology

 

course introduction, composition of air, water vapor in air, solubility of gases, respiration in water, gills, countercurrent exchange, boundary layers, respiration in air, mammalian lungs

 

 

air-breathing fish, bird respiration, insect respiration, cyclic respiration, oxygen transport in blood, respiratory pigments, oxygen dissociation curves, facilitated diffusion

 

 

carbon dioxide transport, pumps and channels, water compartments, circulation patterns, cardiac output, blood vessels, physics of pipe flow, blood pressure, capillaries, exercise, invertebrate circulation, clotting

 

 

feeding, food types and mechanisms, hydrothermal springs, digestion, enzymes, wood and cellulose digestion, ruminants, nutrition, vitamins, minerals, trace elements, chemical defense, metabolic rate, energy storage, oxygen

 

 

diving mammals and birds, metabolic rate and body size, size and scaling, energy cost of locomotion, running, swimming and flying, physiological time

Biology 451 – Comparative Physiology – Exam 1

Pledge: In recognition of and in the spirit of the honor code, I certify that I have neither given nor received aid on

this examination.

 

(Signature) _________________________________

 

(Full Name, printed) ________________________________Student I.D. Number ____________________

 

Water vapor over a free water surface: 46.9 mmHg @ 37C; 31.7 mmHg @ 30 C; 17.5 mmHg @ 20 C;

12.8 mmHg @ 15 C; 9.2 mmHg @ 10°C

Solubility Coefficients @ 20C:  = 31 ml O2/l H2O;  = 878 ml CO2/l H2O;  = 15 ml N2/l H2O

Solubility Coefficients @ 15C:  = 34.1 ml O2/l H2O;  = 1019.0 ml CO2/l H2O;  = 16.9 ml N2/l H2O

MW of O2 = 32, MW of CO2= 44, MW of N2 = 28

 

For complete credit please show all calculations and units for problems 1-4 below. Write the correct answer

in the blank on the left side of the page for questions 5-7 (2 points per question)

 

Following the disastrous earthquake in Haiti, you are part of a team that has been contracted to conduct a survey of

the fauna and to document its recovery.

 

1) You land in Port-de-Paix on the northern coast of the island to begin your survey. You find an interesting group

of anolid lizards living in the vegetation adjacent to the beach. The temperature is 30 C, the relative humidity is

73%, and the locality is at sea level (barometric pressure = 760 mmHg). What is the partial pressure of carbon

dioxide in the air?

 

 

 

 

 

2) You begin trekking inland and discover a small freshwater lake that is inhabited by a diverse assemblage of

aquatic crustaceans. The elevation is 1815m (barometric pressure = 610 mmHg), the relative humidity is 62% and

the temperature is 20 C. What is the tension of nitrogen of the water in the lake?

 

 

 

 

 

3) You continue travelling inland and ascend the highest mountain, Morne de la Selle (2715 meters, barometric

pressure = 545 mmHg). At the top you discover a small pond that is inhabited by an unusual small fish species.

The temperature is 15 C and the relative humidity is 85%. What is the oxygen content (ml O2/liter water) of the

water in the pond?

 

 

 

 

 

4) Before departing Haiti you receive an invitation from a colleague to join her in the Aquarius underwater habitat

that is currently situated at 10 meters depth on the seafloor near the Ile de la Tortue, north of Port-de-Paix. She is

conducting experiments on corals in the surrounding patch reef area. The Aquarius habitat has open ports in the

bottom through which divers can enter the water, so the internal pressure in the habitat is the same as the ambient

pressure at that depth (1520 mmHg, relative humidity =100%, temperature = 20 C) and normal atmospheric air is

pumped down to the habitat from the surface. What is the partial pressure of nitrogen in the habitat?

 

 

 

 

Name _________________________________________ 2

The Aquarius habitat includes a small laboratory in which your colleague has installed aquaria to maintain the coral

specimens. The aquaria, which are filled with seawater, are equilibrated with the ambient air. Freshwater for

drinking and washing is kept in a large tank in the habitat and is also equilibrated with the ambient air in the

chamber.

 

5)_____ The tension of oxygen in the seawater in the aquaria would be (a. greater than; b. less than; c. equal to)

the freshwater in the tank.

 

6)_____ The oxygen content of the seawater in the aquaria would be (a. greater than; b. less than; c. equal to) the

freshwater in the storage tank.

 

7)_____ The tension of oxygen in the seawater in the aquaria would be (a. greater than; b. less than; c. equal to)

the tension of oxygen in the seawater surrounding the habitat at that depth.

 

 

Write the letter of the correct answer in the blank on the left side of the page (2 points each).

 

8)_____ In a mammalian circulatory system, the lowest pressure would be found in the (a. aorta; b. capillaries; c.

veins; d. vena cava.)

 

9)_____ The rate of diffusion of oxygen in air is (a. greater than; b. less than; c. equal to) the rate of diffusion of

oxygen in water.

 

10)____If the colloidal osmotic pressure is 30 mmHg and the hydrostatic pressure at a particular point in the

capillary is 22 mmHg, one would expect (a. reabsorption; b. no fluid movement; c. bulk filtration) to

occur at that point.

 

11)_____ During the “closed” phase of the cyclical respiration in insects, the partial pressure of oxygen in the

tracheal system (a. increases; b. decreases; c. remains relatively constant).

 

12)_____ Suppose that you perform an experiment on a mammal in which you decrease the oxygen content in the

inhaled air by 2.5%. You would predict that respiration by the animal would (a. increase; b. decrease; c.

remain unchanged).

 

13)_____ During exhalation, most of the air leaving the anterior air sacs of a bird (a. exits the mouth; b. enters the

posterior air sacs; c. flows into the lungs).

 

14)_____ The apparent viscosity of blood (a. increases; b. decreases; c. does not change) as the blood flows from

the arterioles to the capillaries.

 

15)_____ During inhalation, air flows from the (a. lungs; b. posterior air sacs; c. mouth) of a bird into the anterior

air sacs.

 

16)_____ If you monitored the pressure in the tracheal system of an insect, you would observe the lowest pressure,

relative to ambient, during the (a. fluttering phase; b. closed phase; c. open phase)

 

17)_____ Respiratory pigment molecules that are enclosed in blood cells tend to have a molecular weight that is (a.

greater than; b. less than; c. equal to) the molecular weight of respiratory pigments that are in solution in

the blood.

 

18)_____ At the normal pH of mammalian blood, most of the total carbon dioxide present is in the form of (a.

carbonic acid; b. bicarbonate ion; c. carbonate ion; d. a dissolved gas).

 

19)_____ Nearly 70% of the fat free vertebrate body is water. The smallest percentage of the water is found in the

(a. intracellular; b. interstitial; c. blood) compartment.

 

 

 

 

 

Name _________________________________________ 3

Oxygen-hemoglobin dissociation curves (a, b, & c) are graphed below. Fill in the blank with the letter

indicating the correct curve or with the correct value (2 points per blank)

20) If curve b is for the blood of a fetal

mammal, curve _____ is most likely for

the blood of the mother.

21) If curve b is for the blood of a rhinoceros,

curve _____ is most likely for the

myoglobin of its muscle.

22) If you increased the pH of a sample of

blood, curve b would shift towards

curve _____.

23) If the concentration of ATP in a blood

sample decreases, the oxygen

dissociation curve would be expected to

shift from the position of curve b

towards the position of curve _____.

24) The approximate P50 for curve c is _____

25) Suppose that you measure the oxygen

dissociation curves for a giraffe, a

gerbil and a gopher. Curve ____ is

most likely the curve for the giraffe.

26) If curve b was obtained for a blood sample tested at 30ºC, curve _____ would be obtained when the blood

sample is tested at 15 ºC.

27) If curve b is for blood leaving the muscle of a swimming fish, curve _____ would be the same blood after

leaving the gills.

28) If the blood sample shown by curve b was exposed to air with a high partial pressure of CO2, the curve would

be expected to shift toward the position of curve _____.

29) If curve b is for the blood of a deer, curve _____ is most likely for the blood of a seal of the same body mass.

 

The flow of blood through a portion of an unusual circulatory system is illustrated below. Fill in the blanks with the

number identifying the correct answer from the list below. The fluid has viscosity (i.e., it is not an ideal

fluid). (2 points per blank)

1. greater than 2. less than 3. equal to 30) The velocity at point B is _____ that at point C.

31) The pressure at point A is _____ that at point C.

32) In five minutes, the volume of water flowing past point A is ____ that at point B.

33) The tension in the wall at point B is ______ that at point D.

34) If the blood is stationary for a moment, the pressure at point C is ____ that at point D.

(You are viewing the vessels of the circulatory system from the side so point D is lower than point C.)

 

35) _____ Suppose that there is a mutation in mice that dramatically reduces surfactant secretion in the lungs. One

would predict that the muscular effort required to inflate the lungs during inhalation would (a. increase; b.

decrease; c. be unchanged) compared with a wild type mouse.

 

 

A B

C

D

% Sat

100

40 80

PO2 (mmHg)

a b c

 

 

Name _________________________________________ 4

36) _____ Suppose that you measured the breathing rate of a kangaroo (number of breaths per minute) while

hopping at sea level and while hopping at high altitude. If the stride frequency (number of hops per

minute) is identical at sea level and at altitude, you would predict that the breathing rate at altitude would

be (a. greater than; b. less than; c. equal to) that at sea level.

 

37) _____The lowest blood velocity in a mammalian circulatory system would be found in the (a. aorta; b.

capillaries; c. veins; d. vena cava.)

 

38) _____ The carbon dioxide content of air in the posterior air sacs of a bird is likely to be (a. greater than; b.

less than; c. equal to) that of the anterior air sacs.

 

39) _____ When compared at the same carbon dioxide tension, deoxygenated blood binds (a. more; b. less; c.

the same amount of) carbon dioxide compared with oxygenated blood.

 

40) _____ Suppose that you are a respiratory physiologist interested in the function of fish gills. You are also

unusually skilled in surgical techniques. You perform a series of experiments in which you swap the

arterial blood supply to, and venous return from, each gill arch so that blood flow through the gill lamellae

is reversed compared to the control fish. All other aspects of the experimental and control fish are

identical. You would predict that oxygen extraction in the experimental fish would be (a. greater than; b.

less than; c. equal to) that of the control fish.

 

41) _____ Suppose that you decide to repeat Scholander’s famous experiments on facilitated diffusion. If you

added gelatin to the hemoglobin solution you predict that the facilitation would (a. increase; b. decrease; c.

be unaffected).

 

42) _____ Gas exchange through the skin of most reptiles (a. is much greater than; b. is much less than; c. is

approximately equal to) gas exchange in the lungs.

 

43) _____ During the “fluttering” phase of cyclical respiration in insects, the partial pressure of carbon dioxide in

the tracheal system (a. increases; b. decreases; c. remains relatively constant).

 

44) _____ When carbon dioxide dissolves in water, the formation of (a. carbonate ion; b. bicarbonate ion; c.

carbonic acid) is the rate-limiting step. This step is accelerated by the enzyme called

45) ____________________________________________.

 

Fill in the blank with the correct word or words (2 points per blank).

46) If a gill removes oxygen from completely still water, the immediately adjacent

___________________________________ of water will soon be depleted of oxygen. Renewal of this

water is therefore important in supplying oxygen.

47) The tubeworm, Riftia pachyptilia, is an important member of many deep sea rift communities. Although it

lacks a mouth and intestinal tract, it grows remarkably rapidly and to great size. A large organ called the

___________________________________ fills the greater part of the coelom and is packed with bacteria

which provide the tubeworm with energy obtained from the oxidation of hydrogen sulfide.

48) In birds, the finest branches of the respiratory system, known as ________________________________ permit

through passage of air and are the site of exchange of the respiratory gases with the blood.

49) In insects, the openings of the tracheal system to the outside are called

__________________________________ and are highly complex structures that can be opened or closed

to allow a variable amount of gas exchange.

50) The flow of a fluid such as blood, water or air is characterized by two radically different regimes. In

_______________________________ the fluid “particles” move more or less parallel to one another in

paths that are smooth and regular. The large and small scale movements of the fluid in this regime are the

same.

 

Please print your name in the upper right corner of the back of this page.

 
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Statistics Quiz Biology

1. A sample of 80 juvenile salmon is grouped into the resulting frequency distribution based on their weights.

Weight (in grams) Frequency
100-149 15
150-199 10
200-249 30
250-299 25

If a cumulative frequency distribution were constructed for the weights of the salmon, what would be the cumulative frequency for the class weighing less than 200 grams? (Points : 0.5)

15        25        55        80

2. Select the complement of the event: All 80 participants in a study are kidney donors. (Points :

At least one of the participants is a kidney donor.        Less than 40 of the participants are kidney donors.        None of the participants are kidney donors.        More than 40 of the participants are kidney donors.

3. Use the following probability distribution for this next question. Biologists researching a certain type of hawk, Accipiter spp., found the following probability values for x, the number of offspring.

x P(x)
0 .05
1 .19
2 .32
3 .21
4 .12
5 .08
6 .03

Find the mean of the probability distribution for offspring of Accipiter spp. . Give your answer to one decimal, e.g., 1.2 . (Points : 0.5)

 

4. Use the binomial distribution for this question. A doctor knows from experience that 10% of the patients to whom she gives a certain medication will experience undesirable side effects. Assume the doctor gives medication to the next 12 patients. Referring to the binomial distribution for the medication, find the probability that exactly three of these patients will experience undesirable side effects. Give your answer to three decimals, e.g., .987 . (Points : 1)

 

 

5.Use the Standard Normal distribution to answer this question. Identify the probability corresponding to a z-score of less than -1.33. (Points : 1)

.0918        .9082        .8165        .6239

6. Use the Poisson distribution for this question. For a science laboratory experiment, the average number of radioactive particles passing through a counter in a millisecond is four. Find the probability that six particles pass through the counter in a given millisecond. Give your answer to three decimals, e.g., .987 . (Points : 1)

 

7. Use the normal distribution for this question. The mean maximum aerobic power (VO2MAX) score for women ages 20 to 29 is 36 ml/min/kg with a standard deviation of 7 ml/min/kg. Find the probability of a woman between the ages of 20 to 29 having a VO2MAX score of greater than 45 ml/min/kg. Give your answer to three decimals, e.g., .987 . (Points : 1)

 

 

8. Find the minimum sample size required to estimate a population proportion p . Margin of error: four percentage points; confidence level: 95%; from a prior study, p is estimated by = .125 . Round your answer up to the nearest integer. (Points : 1)

 

9. Assume that a simple random sample has been taken, the population standard deviation is not known, and the population is normally distributed. Medical researchers studying cochlear implants, devices placed behind the bone in the ear to improve hearing, found the following number of implants over the last twelve years in children under 3 years old. Use a 90% confidence level and the following sample data: 40    90    99    120   150   220   300   320   460   520   600   650 Use the sample data and confidence level to construct a confidence interval estimate of the population mean µ. Give your answer to with one decimal, e.g., (123.4,567.8) . (Points : 0.5)

 

10. Biologists measure the water temperature of the Merrimack River in New Hampshire. What type of data is collected? (Points : 1)

Nominal        Ordinal        Interval        Ratio

 

 

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