17 Pages

AEM1200-0123

Course: AEM 1200, Spring 2012
School: Cornell
Rating:
 
 
 
 
 

Word Count: 1180

Document Preview

of Department Applied Economics and Management CORNELL UNIVERSITY AEM 1200 INTRODUCTION TO BUSINESS MANAGEMENT Pedro David Prez Spring 2012 People Activities Prof. Perez lectures Guest lectures Jennifer DeRosa, CALS Career Development, 1/27; Prof. Jack Little, Dyson School, 2/24 (tentative); Jaron Porciello, Mann Library, 4/9 (tentative); Barbara Novick, BlackRock, 4/23; Prof. Dale Grossman, Dyson School,...

Register Now

Unformatted Document Excerpt

Coursehero >> New York >> Cornell >> AEM 1200

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.
of Department Applied Economics and Management CORNELL UNIVERSITY AEM 1200 INTRODUCTION TO BUSINESS MANAGEMENT Pedro David Prez Spring 2012 People Activities Prof. Perez lectures Guest lectures Jennifer DeRosa, CALS Career Development, 1/27; Prof. Jack Little, Dyson School, 2/24 (tentative); Jaron Porciello, Mann Library, 4/9 (tentative); Barbara Novick, BlackRock, 4/23; Prof. Dale Grossman, Dyson School, 4/27 (tentative); Prof. Brian Earle (emeritus), Dyson School, 4/30 (tentative). TA office hours Exams WSJ Article Reviews Optional Project Evaluation 1st Prelim T 2/28 50 pts 2nd Prelim T 4/3 50 pts Eleven WSJ article reviews 100 pts Final exam: Monday May 14th, morning; 100 pts Optional Group Project; 100 pts Groups of three Deadline for commitment: Friday April 13th Deadline for delivery: Monday May 7th, before noon CALS Career Services Office; 4 pts Possible participation in research projects; 2 pts Participation and attendance viewpoints; 1pt each Extra Credit Max. 15 pts Grading Options 1. Prelims, WSJ reviews, and final 2. Prelims, WSJ reviews and optional project 3. Prelims, WSJ reviews, and final + optional project 1. NOTE: Drops lowest grade. Wall Street Journal Article Review Assignments In AEM1200 Spring 2012, students are expected to turn in, hardcopy and in class, at least eight "Wall Street Journal" article reviews, according to the schedule presented in the course calendar. Each review is worth ten points, for a total of 100 points (over 300 points for the total evaluation of the course). There are eleven opportunities to turn in a review, and the best two grades will be doubled. So, a student may drop up to three reviews. All students are expected to turn in at least eight reviews, and to earn a cumulative passing grade of at least 70 points in all the reviews they turn in. Otherwise, the cumulative grade on article reviews is not eligible for dropping if a student selects to both present the final exam and to turn in a final project. Each review should be 450 - 600 words long. In addition, the review should start with the name and Cornell email address of the student, and with an accurate citation of the WJS article under review. The whole assignment should fit in one printed page. No articles from before January 23, 2012 are eligible for review. No articles from other sources are eligible for review. If a student has already missed three reviews and must miss a fourth or more reviews, the student must prove that s/he could not turn in the previous reviews due to extenuating circumstances. These include medical and legal emergencies, or extended absences due to job / internship searches or representation of Cornell University (mostly sports). Rubric for WSJ Articles reviews Article review turned in on time; Name and Cornell email address of student printed at the top of the page; The article being reviewed is cited appropriately at the top of the page, after the student's name and Cornell email address; Article review conforms to length standards. The article being reviewed is topical and appropriate for the requirements of the assignment. 3 points (grader has the right to go no further in correcting the paper if, in the grader's judgment, the paper does not comply with these requirements). 0 1 1 2 points (grader has the right to go no further in correcting the paper if, in the grader's judgment, the paper does not comply at least partially with this requirement). 0 1 points Writing quality (appropriately spellchecked and proofed, ease of reading, complete sentences and appropriate punctuation). Substance of review Review must identify the story and arguments being presented in the article, and relate them to the specific topic of the assignment. Implications of the article's story and arguments Why are the article's story and arguments important? To whom? Why is this article worthy of review? Originality This is a catchall category that includes demonstrated care in selecting article, ability to quote from multiple sources, ability to connect integrate and with the general business environment and situations, etc. 0 1 1 2 points 0 1 1 2 points 0 1 points Calendar of WSJ Article Review Assignments WSJ First Article Review: Business Environment Due W 2/1 WSJ Second Article Review: Entrepreneurship and Small Business Due W 2/8 WSJ Third Article Review: the Firm's Financial Performance Due W 2/15 WSJ Fourth Article Review: Financial Instruments and Markets Due W 2/22 WSJ Fifth Article Review: the US and global economy Due W 3/7 WSJ Sixth Article Review: Branding Due W 3/14 WSJ Seventh Article Review: Marketing in the Business Firm Due W 3/28 WSJ Eighth Article Review: Leadership in Business Management Due W 4/11 WSJ Ninth Article Review: People and HRM Due W 4/18 WSJ Tenth Article Review: Operations Management Due W 4/25 WSJ Eleventh Article Review due: Ethics and/or Business Law Due W 5/2 Why Study Business Management? "Modern bureaucracy depends on a particular social structure: a citizen must not be able to survive on his or her own, but has to work for someone else." (Charles Perrow, "Complex Organizations", NY:Random House, 1986, p. 49) 85% of U.S. working people work for someone else; Principles of bureaucratic organization Specialization Formalization Hierarchy AEM1200 strives to empower students by exposing and explaining a wide range of business management concepts, skills and activities. Objective of the course Business Management, as of Now, has a "Bad Name" CORPORATION (n) - An ingenious device for obtaining individual profit without individual responsibility. Ambrose Bierce, 1911 Greed and Fear Irresponsibility and Deceit When you do not remember principles: The Management Cycle Planning Starbucks Citigroup General Motors Citigroup Organizing Leading Controlling Taking risks, or passing risks? Why do McDonalds and WalMart prosper? "It is better to sell painkillers than to sell vitamins." Brad Treat, JGSM '02, SightSpeed, Mezmeriz Focus on providing real perceived value to final customers McDonalds from "being the world's best quick-service restaurant" to "our customers' favorite place and way to eat;" Tight relationship with customers "Everyday interactions" Behaving Professionally Create and manage your own filing system Making a good first impression Focusing on good grooming Being on time Practicing considerate behavior Practicing good "netiquette" Practicing good cell phone manners Being prepared Computer based Hardcopies Personal documents: Building your resume and C.V. Read and otherwise collect information Business press: WSJ, Business Week, Financial Times, NYT, your own local newspaper; Business programming: MSNBC, Nightly Business Report (PBS) Internet!!! Attend lectures and seminars in your university and community. Network, network, network Time Management Know what you have to do Keep a "to do" list Prepare a daily schedule Prepare weekly and monthly schedules Space out your work Defend you study time Never let a day pass without some achievement Write weekly goals for yourself Prepare for the next day the night before Take time for fun Patiently accumulate successes Motivate yourself The skills that make a person employable are not so much the ones needed on the job as the ones needed to get the job, skills like the ability to find a job opening, complete an application, prepare the resume, and survive and interview. Occupational Outlook Quarterly U.S. Department of Labor Take-Aways Business knowledge is a critical professional tool; Understanding/avoiding wage slavery; Understanding and applying fundamental principles; Taking rational and responsible risks; Valuing the "service orientation." Business knowledge can be divided into: Knowledge of business concepts and activities; Knowledge of business culture, appropriate behavior and appropriate personal management skills; Knowledge of job searching, job getting and job keeping techniques.
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:

Cornell - AEM - 1200
AEM1200, Introduction to Business ManagementWednesday 1/25 Business ManagementWhat is business? A short history Profits, risk and business The stakeholder corporation and corporate social responsibilityAn activity that strives to generate long-term pro
Cornell - AEM - 1200
AEM1200, Introduction to Business Management.Monday 1/30 The Business EnvironmentDefinition Dimensions Economic environment Competitive environment Technological environment Social environment Global environmentThe setting in which businesses operate
Cornell - AEM - 1200
AEM1200, Introduction to Business ManagementWednesday 2/1-Friday 2/3 Business Ownership, Shareholders and StakeholdersForms of business ownership Sole proprietorship Partnership Corporation Mixed Forms and LLC FranchiseProblems with the corporate for
Cornell - AEM - 1200
AEM1200, Introduction to Business Management.Friday 2/10AccountingAccounting and the accounting profession Financial statements: the balance sheet Financial statements: the income statementAccountingThe recording, classifying, summarizing, and interp
Cornell - ILR - ILR2020
1) The companys contractual responsibility is to fill this job position with the best qualifiedemployee from the callback list, if the job is not filled by procedure described in Article 10.1.(a),(b) or (c). The company may hire a new employee if in the
Delaware - MATH - 341
M ath 311 S ection O i l : F inal K xainNAMK:This t ost h as 1 2 q uestions o n 1 2 pages, p lus a b lank p a^e a t t he e ndThe p oints p er p a^e a n 1 5, 5. 5,5, B. ( >,(). ( i,(>, G .(i,(i..r> p oiulsj 1 . F ind I he g eneral s olution ol t i n 1
Delaware - MATH - 341
fad'- [5oiAc^3/~ 2H3-/' ^ pr- 23 -V233Math 341 Section O il: Test #3This test has 6 questions on 6 pages. Each page is worth the same.1. Let B be the ordered basis cfw_ ui,u 2 where U T =[3 points] la. Find the coordinates of31/fc . /
Delaware - MATH - 341
Math 341 Section 011: Test #1This test has 6 questions on 6 pages. Each question is worth the same.1. Find the general solution of the dierential equationdy+ 6xy 2 = 0.dx12. Solve the initial value problemxy + 3y = 5x2 ,2y (2) = 5.3. Solve the
Delaware - MATH - 341
Math 341 Section 011: Test #2This test has 6 questions on 6 pages. Each question is worth the same.1. Solve the system10011011101000110101 0x10 x2 01 1 x3 = 0 1 x4 00x5012. Compute the product143 320 1 4 1 1002 452
Delaware - MATH - 341
Math 341 Section 011: Test #3This test has 6 questions on 6 pages. Each page is worth the same.1. Let B be the ordered basis cfw_u1 , u2 where u1 =34and u2 =.23[3 points] 1a. Find the coordinates of5with respect to B .4[3 points] 1b. Find th
Delaware - MATH - 341
Math 341 Section 011: Final ExamNAME:This test has 12 questions on 12 pages, plus a blank page at the end.The points per page are 5,5,5,5,6,6,6,6,6,6,6,6.[5 points] 1. Find the general solution of the dierential equationdy= y cos x.dx1[5 points]
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday February 7th1a. Expand (x 2)3 .1b. Expand and simplify:x2 + x + x2 + x x) (xx2 + x + x1c. By trying large values of x such as x = 1000, guess the limit of the above
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday February 7th1a. Expand (x 2)3 .1b. Expand and simplify:x2 + x + x2 + x x) (xx2 + x + x1c. By trying large values of x such as x = 1000, guess the limit of the above
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday February 14th1. Evaluate the limit.x sin xx0 x tan xlim12. Evaluate the limit.lim x+x02x3. Find the area bounded by the curves y = |x| and y = x2 2.34. Let A
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday February 14th1. Evaluate the limit.x sin xx0 x tan xlim2. Evaluate the limit.lim x+xx03. Find the area bounded by the curves y = |x| and y = x2 2.4. Let A be the
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday February 21st1. Let A be the region bounded by y = x and y =obtained by revolving A around the line y = 1.1x. Find the volume2. Let A be the region bounded by x = 1 +
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday February 21st1. Let A be the region bounded by y = x and y =obtained by revolving A around the line y = 1.x. Find the volume2. Let A be the region bounded by x = 1 + y
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday February 28th1a. Evaluateln x dx.1b. Evaluatearcsin x dx.1 /22a. Evaluatecos2 x dx.0 /22b. Evaluatecos4 x dx.0 /22c. Evaluatecos5 x dx.023. Evaluatex co
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday February 28th1a. Evaluateln x dx.1b. Evaluatearcsin x dx. /22a. Evaluatecos2 x dx.0 /22b. Evaluatecos4 x dx.0 /22c. Evaluatecos5 x dx.0x cos2 x dx.3. Eval
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday March 6th1. Evaluate1dx.x ln x12. Evaluate(sin x + cos x)2 dx.213. Evaluate1earctan xdx.1 + x234. Evaluate02/2x2dx.1 x24
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday March 6th1. Evaluate1dx.x ln x2. Evaluate(sin x + cos x)2 dx.13. Evaluate14. Evaluate0earctan xdx.1 + x22/2x2dx.1 x2
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday March 13th51. Evaluate51dx.x12. Use the Trapezoid rule and Simpsons rule to approximate the integralusing n = 4 subintervals.1 cos(x)dxx+1023. Use Newtons me
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday March 13th51. Evaluate51dx.x2. Use the Trapezoid rule and Simpsons rule to approximate the integralusing n = 4 subintervals.1 cos(x)dxx+103. Use Newtons method
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday March 20th1111. Find the length of the curve y = x3 + x1 between x = and x = 1.62212a. Does the sequence cfw_cos(n ) approach a limit?n=12b. Does the sequence cf
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday March 20th1111. Find the length of the curve y = x3 + x1 between x = and x = 1.6222a. Does the sequence cfw_cos(n ) approach a limit?n=12b. Does the sequence cfw_
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday April 3rd1. Does the series1converge or diverge? Give reasons.nn=1 n + 312. Does the series1converge or diverge? Give reasons.n=0 5n + 323. Does the series1co
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday April 3rd1. Does the series1converge or diverge? Give reasons.nn=1 n + 32. Does the series1converge or diverge? Give reasons.n=0 5n + 33. Does the series1conver
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday April 10th1. Does the series converge or diverge? Give reasons.1n=2 ln n12. Does the series converge or diverge? Give reasons.ln n10n=1 n23. Does the series conve
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday April 10th1. Does the series converge or diverge? Give reasons.1n=2 ln n2. Does the series converge or diverge? Give reasons.ln n10n=1 n3. Does the series converge
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday April 17th1. Find the interval of convergence of the power series.n 2 xnnn=0 212. Find the interval of convergence of the power series.(1)n xnn=0 n + 123. Find th
Delaware - MATH - 242
Math 242, Sections 010 and 011, Spring 2012Suggested discussion problems, Tuesday April 17th1. Find the interval of convergence of the power series.n 2 xnnn=0 22. Find the interval of convergence of the power series.(1)n xnn=0 n + 13. Find the in
Delaware - MATH - 243
Math 243, Sections 013 and 015, Spring 2012Suggested discussion problems, Feb 7th or Feb 9th1. Evaluate the denite integral. /2sin4 x dx012. Find all intersection points of the curves.x2 2y 2 = 27y 2 = 3x23. Evaluate the denite integrals.131
Delaware - MATH - 243
Math 243, Sections 013 and 015, Spring 2012Suggested discussion problems, Feb 7th or Feb 9th1. Evaluate the denite integral. /2sin4 x dx02. Find all intersection points of the curves.x2 2y 2 = 27y 2 = 3x3. Evaluate the denite integrals.13131
Delaware - MATH - 243
Math 243, Sections 013 and 015, Spring 2012Suggested discussion problems, Feb 14th or Feb 16th1a. Find a unit vector that has the same direction as the vector 4, 2, 4 .1b. Find the direction cosines and direction angles of the vector 4, 2, 4 .12. If
Delaware - MATH - 243
Math 243, Sections 013 and 015, Spring 2012Suggested discussion problems, Feb 14th or Feb 16th1a. Find a unit vector that has the same direction as the vector 4, 2, 4 .1b. Find the direction cosines and direction angles of the vector 4, 2, 4 .2. If th
Delaware - MATH - 243
Math 243, Sections 013 and 015, Spring 2012Suggested discussion problems, Feb 21st or Feb 23rd1. Use vectors to decide whether the triangle with vertices P = (1, 3, 2),Q = (2, 0, 4), and R = (6, 2, 5) is right-angled.12. If a vector has direction ang
Delaware - MATH - 243
Math 243, Sections 013 and 015, Spring 2012Suggested discussion problems, Feb 21st or Feb 23rd1. Use vectors to decide whether the triangle with vertices P = (1, 3, 2),Q = (2, 0, 4), and R = (6, 2, 5) is right-angled.2. If a vector has direction angle
Delaware - MATH - 243
Math 243, Sections 013 and 015, Spring 2012Suggested discussion problems, Feb 28th or Mar 1st1. Find an equation of the plane that passes through the point (6, 0, 2)and contains the line x = 4 2t, y = 3 + 5t, z = 7 + 4t.12. Sketch the region bounded
Delaware - MATH - 243
Math 243, Sections 013 and 015, Spring 2012Suggested discussion problems, Feb 28th or Mar 1st1. Find an equation of the plane that passes through the point (6, 0, 2)and contains the line x = 4 2t, y = 3 + 5t, z = 7 + 4t.2. Sketch the region bounded by
Delaware - MATH - 243
Math 243, Sections 013 and 015, Spring 2012Suggested discussion problems, Mar 6th or Mar 8th1. Find the length of the curve r(t) = 12t, 8t3/2 , 3t2 from t = 0 to t = 1.(Hint: Note that 144 + 144t + 36t2 = 36(4 + 4t + t2 ) is a perfect square.)12. Fin
Delaware - MATH - 243
Math 243, Sections 013 and 015, Spring 2012Suggested discussion problems, Mar 6th or Mar 8th1. Find the length of the curve r(t) = 12t, 8t3/2 , 3t2 from t = 0 to t = 1.(Hint: Note that 144 + 144t + 36t2 = 36(4 + 4t + t2 ) is a perfect square.)2. Find
Delaware - MATH - 243
Math 243, Sections 013 and 015, Spring 2012Suggested discussion problems, Mar 13th or Mar 15th1. Find the limit, or show that it does not exist.xy cos y(x,y )(0,0) x2 + y 2lim12. Find the limit, or show that it does not exist.x2 y 2(x,y )(0,0) x2
Delaware - MATH - 243
Math 243, Sections 013 and 015, Spring 2012Suggested discussion problems, Mar 13th or Mar 15th1. Find the limit, or show that it does not exist.xy cos y(x,y )(0,0) x2 + y 2lim2. Find the limit, or show that it does not exist.x2 y 2(x,y )(0,0) x2 +
Delaware - MATH - 243
Math 243, Sections 013 and 015, Spring 2012Suggested discussion problems, Mar 20th or Mar 22nd1. Givenz = x2 + xy 3x = uv 2 + w3y = u + vewnd each of the derivativesz zz,, andwhen u = 2, v = 1, and w = 0.u vw12. Consider the surface dened b
Delaware - MATH - 243
Math 243, Sections 013 and 015, Spring 2012Suggested discussion problems, Mar 20th or Mar 22nd1. Givenz = x2 + xy 3x = uv 2 + w3y = u + vewnd each of the derivativesz zz,, andwhen u = 2, v = 1, and w = 0.u vw2. Consider the surface dened by
Delaware - MATH - 243
Math 243, Sections 013 and 015, Spring 2012Suggested discussion problems, Apr 3rd or Apr 5th1. Find all local maxima, local minima, and saddle points of the functionf (x, y ) = x3 y + 12x2 8y .12. Find all local maxima, local minima, and saddle point
Delaware - MATH - 243
Math 243, Sections 013 and 015, Spring 2012Suggested discussion problems, Apr 10th or Apr 12th13ex+3y dx dy .1. Evaluate0012. Evaluate the integralcos(x + 2y ) dARwhere R is the region dened by 0 x and 0 y /2.23. Evaluate the integralx3 dA
Delaware - MATH - 243
Math 243, Sections 013 and 015, Spring 2012Suggested discussion problems, Apr 10th or Apr 12th13ex+3y dx dy .1. Evaluate002. Evaluate the integralcos(x + 2y ) dARwhere R is the region dened by 0 x and 0 y /2.3. Evaluate the integralx3 dADwh
Delaware - MATH - 243
Math 243, Sections 013 and 015, Spring 2012Suggested discussion problems, Apr 17th or Apr 19th1. Evaluate the iterated integral.311z 2zey dx dz dy00012. Evaluate the triple integralxy dVEwhere E is the solid bounded by the parabolic cylinder
Delaware - MATH - 243
Math 243, Sections 013 and 015, Spring 2012Suggested discussion problems, Apr 17th or Apr 19th1. Evaluate the iterated integral.311z 2zey dx dz dy0002. Evaluate the triple integralxy dVEwhere E is the solid bounded by the parabolic cylinders
Delaware - MATH - 243
Math 243, U of D, Spring 2012Instructor: Idris Mercer, Ewing 529, idmercer@math.udel.eduOce hours: Tuesdays and Thursdays, 2:304:30, or by appointment.Course webpage: http:/www.math.udel.edu/idmercer/243.htmlPrerequisite: Math 242 or equivalent.How y
Delaware - MATH - 243
Math 243 Homework 1 Answers(due Wednesday February 15th)1. Equation of sphere is(x 1)2 + (y + 4)2 + (z 3)2 = 25.To nd intersection of sphere with xz -plane, let y = 0.(x 1)2 + (0 + 4)2 + (z 3)2 = 25(x 1)2 + 16 + (z 3)2 = 25FINAL ANSWER: Circle in x
Delaware - MATH - 243
Math 243 Homework 1Due Wednesday February 15th, in lecture1. Find an equation of the sphere with center (1, 4, 3) and radius 5. Whatis the intersection of this sphere with the xz -plane?2. Find an equation of the sphere that passes through the point (
Delaware - MATH - 243
Math 243 Homework 1Due Wednesday February 15th, in lecture1. Find an equation of the sphere with center (1, 4, 3) and radius 5. Whatis the intersection of this sphere with the xz -plane?2. Find an equation of the sphere that passes through the point (
Delaware - MATH - 243
Math 243 Homework 2 Answers(due Wednesday February 22nd)1a. Let v =Then3, 1 , let w = 0, 5 , and let be the angle between them.vw0+551===|v| |w|2523 + 1 0 + 25so FINAL ANSWER is = = 60 .3cos =1b. Let v = 4, 0, 2 , let w = 2, 1, 0 , and
Delaware - MATH - 243
Math 243 Homework 2Due Wednesday February 22nd, in lecture1a. Find the angle between the vectors3, 1 and 0, 5 in R2 .1b. Find the angle between the vectors 4, 0, 2 and 2, 1, 0 in R3 .12. Find the three angles of the triangle whose vertices are A = (
Delaware - MATH - 243
Math 243 Homework 2Due Wednesday February 22nd, in lecture1a. Find the angle between the vectors3, 1 and 0, 5 in R2 .1b. Find the angle between the vectors 4, 0, 2 and 2, 1, 0 in R3 .2. Find the three angles of the triangle whose vertices are A = (0,
Delaware - MATH - 243
Math 243 Homework 3 Answers(due Wednesday February 29th)1a. Let be the desired line. Since must be perpendicular to the planex y + 3z = 7, a direction vector for is the normal vector to that plane,which is 1, 1, 3 . Therefore can be described asx, y,
Delaware - MATH - 243
Math 243 Homework 3Due Wednesday February 29th, in lecture1a. Find parametric equations for the line through (2, 4, 6) that is perpendicular to the plane x y + 3z = 7.1b. In what points does that line intersect the coordinate planes?12. Let 1 be the
Delaware - MATH - 243
Math 243 Homework 3Due Wednesday February 29th, in lecture1a. Find parametric equations for the line through (2, 4, 6) that is perpendicular to the plane x y + 3z = 7.1b. In what points does that line intersect the coordinate planes?2. Let 1 be the li
Delaware - MATH - 243
Math 243 Homework 4 Answers(due Wednesday March 7th)1(i). For every point on the given curve, we have x = t, y = 0, and z = 2tt2 .If such a point is also on the given paraboloid, it also satises z = x2 + y 2 ,so we have2t t2 = t2 + 022t t2 = t22t 2