Can you match the following terms about the diversity of life to their descriptions? Can you match the following terms about the diversity of life to their descriptions? 1. Organisms with prokaryotic cells are separated into two

Can you match the following terms about the diversity of life to their descriptions? Can you match the following terms about the diversity of life to their descriptions? 1. Organisms with prokaryotic cells are separated into two

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ENGR 1120 – PROGRAMMING FOR ENGINEERS (MATLAB) Homework Program #2 Objectives: Demonstrate knowledge of data files, vector variables, intrinsic functions, subscript manipulation, for loops, and plotting in MATLAB. You have been given a set of ASCII data files that contain directions for laying out patterns in a field. The data files contain in the first column a distance to travel and in the second column a direction heading. Unfortunately, the person who created the data did not have a good understanding of orienteering and the direction headings are given as referenced to a clock face. The pattern begins at the origin of a Cartesian coordinate system with the person facing 12 o’clock, see the figure below. The figure shows an example of the first step in the pattern being a distance of 1.5 feet in the direction of 7 o’clock. All direction headings are given in terms of this clock orientation. The distance values given are in feet. There are 5 data files provided online for testing of the program. Write a script file that will allow the user to input from the keyboard the filename of the file that they wish to analyze. Load only that ONE data file and plot the resulting pattern. Once each point forming the pattern has been located, find and designate on the plot which of the resulting nodes was the farthest away from the origin. Also find and designate the center of the pattern as defined to occur at the coordinate location corresponding to (average x, average y). When plotting the resulting pattern on the Cartesian coordinate system, set the axes limits to appropriate values. HINT: Correlate the direction headings provided in the data files to a Cartesian coordinate system by using the following vector in your script file. This requires subscript manipulation. angle = [60; 30; 0; 330; 300; 270; 240; 210; 180; 150; 120; 90] -2 -1.5 -1 -0.5 0 0.5 1 1.5 2 -2 -1.5 -1 -0.5 0 0.5 1 1.5 2 1 2 3 4 5 6 7 8 9 10 11 12 you are here

ENGR 1120 – PROGRAMMING FOR ENGINEERS (MATLAB) Homework Program #2 Objectives: Demonstrate knowledge of data files, vector variables, intrinsic functions, subscript manipulation, for loops, and plotting in MATLAB. You have been given a set of ASCII data files that contain directions for laying out patterns in a field. The data files contain in the first column a distance to travel and in the second column a direction heading. Unfortunately, the person who created the data did not have a good understanding of orienteering and the direction headings are given as referenced to a clock face. The pattern begins at the origin of a Cartesian coordinate system with the person facing 12 o’clock, see the figure below. The figure shows an example of the first step in the pattern being a distance of 1.5 feet in the direction of 7 o’clock. All direction headings are given in terms of this clock orientation. The distance values given are in feet. There are 5 data files provided online for testing of the program. Write a script file that will allow the user to input from the keyboard the filename of the file that they wish to analyze. Load only that ONE data file and plot the resulting pattern. Once each point forming the pattern has been located, find and designate on the plot which of the resulting nodes was the farthest away from the origin. Also find and designate the center of the pattern as defined to occur at the coordinate location corresponding to (average x, average y). When plotting the resulting pattern on the Cartesian coordinate system, set the axes limits to appropriate values. HINT: Correlate the direction headings provided in the data files to a Cartesian coordinate system by using the following vector in your script file. This requires subscript manipulation. angle = [60; 30; 0; 330; 300; 270; 240; 210; 180; 150; 120; 90] -2 -1.5 -1 -0.5 0 0.5 1 1.5 2 -2 -1.5 -1 -0.5 0 0.5 1 1.5 2 1 2 3 4 5 6 7 8 9 10 11 12 you are here

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Questions from Ishmael, Part 1 Type your answers to the following questions: 1. How do animals typically react to life in a zoo, according to Ishmael? And how, as a young gorilla, did zoo life affect him personally? 2. What does Ishmael mean by “Takers” and “Leavers?” Do these terms have any connotations to you (and if so, describe them), or do you see them as neutral? 3. Describe our culture’s origin myth, according to Ishmael. 4. After the events described in our culture’s origin myth, what was the next major event in human history that is essential in describing “how things came to be this way.” In the book it’s called “the middle of the story.” Describe this event, detailing what it meant for humankind. 5. According to Ishmael, how do Takers envision the role of humans “in the divine scheme?” What is humankind’s purpose? How has this perspective affected human/nature relationships? 6. According to Ishmael, how do most Takers envision the future of humanity? As part of your answer, describe how most Takers say we should deal with problems such as energy shortages and pollution. 7. What is Daniel Quinn trying to get you to perceive about the state of our culture’s relationship with nature? How does his story-telling approach affect your perception about environmental issues? To what extent is his approach successful, and why?

Questions from Ishmael, Part 1 Type your answers to the following questions: 1. How do animals typically react to life in a zoo, according to Ishmael? And how, as a young gorilla, did zoo life affect him personally? 2. What does Ishmael mean by “Takers” and “Leavers?” Do these terms have any connotations to you (and if so, describe them), or do you see them as neutral? 3. Describe our culture’s origin myth, according to Ishmael. 4. After the events described in our culture’s origin myth, what was the next major event in human history that is essential in describing “how things came to be this way.” In the book it’s called “the middle of the story.” Describe this event, detailing what it meant for humankind. 5. According to Ishmael, how do Takers envision the role of humans “in the divine scheme?” What is humankind’s purpose? How has this perspective affected human/nature relationships? 6. According to Ishmael, how do most Takers envision the future of humanity? As part of your answer, describe how most Takers say we should deal with problems such as energy shortages and pollution. 7. What is Daniel Quinn trying to get you to perceive about the state of our culture’s relationship with nature? How does his story-telling approach affect your perception about environmental issues? To what extent is his approach successful, and why?

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A community bird-watching society makes and sells simple bird feeders to raise money for its conservation activities. The materials for each feeder cost $3, and the society sells an average of 20 feeders per week at a price of $7 each. The society has been considering raising the price, so it conducts a survey and finds that for every dollar increase, it loses 2 sales per week. (a) Find a function P that models weekly profit in terms of price per feeder. (Let x be the price per feeder.) P(x) = (b) What price should the society charge for each feeder to maximize profits? $ What is the maximum weekly profit? $

A community bird-watching society makes and sells simple bird feeders to raise money for its conservation activities. The materials for each feeder cost $3, and the society sells an average of 20 feeders per week at a price of $7 each. The society has been considering raising the price, so it conducts a survey and finds that for every dollar increase, it loses 2 sales per week. (a) Find a function P that models weekly profit in terms of price per feeder. (Let x be the price per feeder.) P(x) = (b) What price should the society charge for each feeder to maximize profits? $ What is the maximum weekly profit? $

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Basicinformation:USMC has 3,500 MRAP(Mine Resistant Ambush Protected)vehicles.Each vehicle operates an average of 200 hours per month.An MRAP must go through had epot level maintenance every 3 years,which takes an average of 6months.Which of the following three options,in term so fachange from this baseline,provides you with the highest level of readiness(in terms of fully mission-capable vehicles)? a. Baseline scenario: Perform depot level maintenance every 3years,with maintenance requiring 6 months.

Basicinformation:USMC has 3,500 MRAP(Mine Resistant Ambush Protected)vehicles.Each vehicle operates an average of 200 hours per month.An MRAP must go through had epot level maintenance every 3 years,which takes an average of 6months.Which of the following three options,in term so fachange from this baseline,provides you with the highest level of readiness(in terms of fully mission-capable vehicles)? a. Baseline scenario: Perform depot level maintenance every 3years,with maintenance requiring 6 months.

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Chapter 14 Practice Problems (Practice – no credit) Due: 11:59pm on Friday, May 16, 2014 You will receive no credit for items you complete after the assignment is due. Grading Policy Harmonic Oscillator Equations Learning Goal: To derive the formulas for the major characteristics of motion as functions of time for a horizontal spring oscillator and to practice using the obtained formulas by answering some basic questions. A block of mass is attached to a spring whose spring constant is . The other end of the spring is fixed so that when the spring is unstretched, the mass is located at . . Assume that the +x direction is to the right. The mass is now pulled to the right a distance beyond the equilibrium position and released, at time , with zero initial velocity. Assume that the vertical forces acting on the block balance each other and that the tension of the spring is, in effect, the only force affecting the motion of the block. Therefore, the system will undergo simple harmonic motion. For such a system, the equation of motion is , and its solution, which provides the equation for , is . Part A At what time does the block come back to its original equilibrium position ( ) for the first time? Express your answer in terms of some or all of the variables: , , and . You did not open hints for this part. ANSWER: m k x = 0 A t = 0 a(t) = − x(t) km x(t) x(t) = Acos( t) km −−  t1 x = 0 A k m

Chapter 14 Practice Problems (Practice – no credit) Due: 11:59pm on Friday, May 16, 2014 You will receive no credit for items you complete after the assignment is due. Grading Policy Harmonic Oscillator Equations Learning Goal: To derive the formulas for the major characteristics of motion as functions of time for a horizontal spring oscillator and to practice using the obtained formulas by answering some basic questions. A block of mass is attached to a spring whose spring constant is . The other end of the spring is fixed so that when the spring is unstretched, the mass is located at . . Assume that the +x direction is to the right. The mass is now pulled to the right a distance beyond the equilibrium position and released, at time , with zero initial velocity. Assume that the vertical forces acting on the block balance each other and that the tension of the spring is, in effect, the only force affecting the motion of the block. Therefore, the system will undergo simple harmonic motion. For such a system, the equation of motion is , and its solution, which provides the equation for , is . Part A At what time does the block come back to its original equilibrium position ( ) for the first time? Express your answer in terms of some or all of the variables: , , and . You did not open hints for this part. ANSWER: m k x = 0 A t = 0 a(t) = − x(t) km x(t) x(t) = Acos( t) km −−  t1 x = 0 A k m

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Prepare a five page (minimum) paper along with a cover page, a summary (as noted below) and reference page, on a Landmark Supreme Court Case that dealt with Aboriginal rights in Canada within the past 25 years (e.g. choose from those covered in Oct. 22rd class or another one if you find one that was not addressed but fits the criteria of a Supreme Court case that dealt with Aboriginal rights in Canada within the past 25 years). You can complete the assignment as a written paper (1.5 space/12 point font Times New Roman x 4 pages) or you can use points. In either method, provide a detailed response to each of the questions listed below. In addition to the paper that you will submit for grading, prepare a one page summary/cover page that you will present in class on November 12th and share with the other ANIS3006 students (handout, there are 18 students registered in the course). Frame your paper within the context of the following quotes: “Even when we win we lose.” (Chief Dean Sayers, Batchewana First Nation, commenting on Anishinabe experience in Canadian courts). “For the master’s tools will never dismantle the master’s house. They may allow us to temporarily beat him at his own game, but they will never enable us to bring about genuine change. Racism and homophobia are real conditions of all our lives in this place and time. I urge each one of us here to reach down into that deep place of knowledge inside herself [himself] and touch that terror and loathing of any difference that lives here. See whose face it wears. Then the personal as the political can begin to illuminate all our choices.” (Audre Lorde, feminist) In your paper, answer this broader question: How has the case you’ve selected served to advance Anishinabe rights in Canada? Describe what was gained and consider at what cost (“Even when we win, we lose.”) Address the following, and add anything that you find significant about the case, its process, its outcome and subsequent impact: • What was the basis of the court case? • What happened (e.g. Anishinabe people charged, by who, what charge)? • Who took the issue to court (who was the claimant, against who)? • What was the basis of the claim (be specific)? How was the issue framed/presented? • Who supported the court case (locally, regionally, nationally)? How did they support it? What was the impact of their support (e.g. political, financial, public awareness, protests, etc.)? • How long did it take from initiating the claim to decision (specific dates, chronology)? • What happened? What was the lower court’s decision? How did the case move through to the Supreme Court? What was the final Supreme Court decisions? • What did the Supreme Court’s decision mean in terms of Aboriginal rights in Canada? (What was gained, what was lost)? • Anything else of note relating to the case, its process or outcome. • Answer if and how the Supreme Court decision formed the basis for changes in Canadian government policies or practice concerning Aboriginal Peoples in Canada. In other words, what has the outcome of the Supreme Court decision been to date?

Prepare a five page (minimum) paper along with a cover page, a summary (as noted below) and reference page, on a Landmark Supreme Court Case that dealt with Aboriginal rights in Canada within the past 25 years (e.g. choose from those covered in Oct. 22rd class or another one if you find one that was not addressed but fits the criteria of a Supreme Court case that dealt with Aboriginal rights in Canada within the past 25 years). You can complete the assignment as a written paper (1.5 space/12 point font Times New Roman x 4 pages) or you can use points. In either method, provide a detailed response to each of the questions listed below. In addition to the paper that you will submit for grading, prepare a one page summary/cover page that you will present in class on November 12th and share with the other ANIS3006 students (handout, there are 18 students registered in the course). Frame your paper within the context of the following quotes: “Even when we win we lose.” (Chief Dean Sayers, Batchewana First Nation, commenting on Anishinabe experience in Canadian courts). “For the master’s tools will never dismantle the master’s house. They may allow us to temporarily beat him at his own game, but they will never enable us to bring about genuine change. Racism and homophobia are real conditions of all our lives in this place and time. I urge each one of us here to reach down into that deep place of knowledge inside herself [himself] and touch that terror and loathing of any difference that lives here. See whose face it wears. Then the personal as the political can begin to illuminate all our choices.” (Audre Lorde, feminist) In your paper, answer this broader question: How has the case you’ve selected served to advance Anishinabe rights in Canada? Describe what was gained and consider at what cost (“Even when we win, we lose.”) Address the following, and add anything that you find significant about the case, its process, its outcome and subsequent impact: • What was the basis of the court case? • What happened (e.g. Anishinabe people charged, by who, what charge)? • Who took the issue to court (who was the claimant, against who)? • What was the basis of the claim (be specific)? How was the issue framed/presented? • Who supported the court case (locally, regionally, nationally)? How did they support it? What was the impact of their support (e.g. political, financial, public awareness, protests, etc.)? • How long did it take from initiating the claim to decision (specific dates, chronology)? • What happened? What was the lower court’s decision? How did the case move through to the Supreme Court? What was the final Supreme Court decisions? • What did the Supreme Court’s decision mean in terms of Aboriginal rights in Canada? (What was gained, what was lost)? • Anything else of note relating to the case, its process or outcome. • Answer if and how the Supreme Court decision formed the basis for changes in Canadian government policies or practice concerning Aboriginal Peoples in Canada. In other words, what has the outcome of the Supreme Court decision been to date?

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Refer to this summary equation of photosynthesis to complete the sentences about chemical bonds and reactions. 6 CO2 + 6 H2O C6H12O6 + 6 O2 Drag the terms on the left to the appropriate blanks on the right to complete the sentences. Not all terms will be used.

Refer to this summary equation of photosynthesis to complete the sentences about chemical bonds and reactions. 6 CO2 + 6 H2O C6H12O6 + 6 O2 Drag the terms on the left to the appropriate blanks on the right to complete the sentences. Not all terms will be used.

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