DELHI TECHNOLOGICAL UNIVERSITY SCHEME OF EXAMINATION AND COURSE CURRICULUM B.Tech (MATHEMATICS AND COMPUTING) CONTENT Scheme of Examination.................................................................................. 2-6 Course Curriculum First Year........................................................................................................ 7-13 Second Year................................................................................................... 13-19 Third
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Lab 5 – CITM315 – RAHUL GOPAL 940758642 PART 1 Question 1) Create the following OU structure below your Dovercorp012. Question 2) Create two global groups HRMGR012 and SOUTHMGR012 in HR012 and South012 OUs. Question 3) Create two users Mikexxx and Suexxx and make them member of HRMGRxxx Question 4) Create two users Paulxxx and Cathyxxx and make them member of SOUTHMGRxxx group. Question 5) Create Normanxx‚ Jamesxxx and Parisxxx in Northxxx OU Question 6) Add the following
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Airfoil Design with SolidWorks choose and find an airfoil design file Get it from the web : http://airfoiltools.com/ has a nice database o choose yours o download the dat file o change the file type from ".dat" to ".txt"; for exemple : "fg2.dat" "fg2.txt" o edit (text editor) the file to remove the comments and add a 3rd column of 0 for the z axis; Using our profile with solidworks o open SolidWorks and create a new part o use the curve by x‚y‚z points from the curve sub-menu of the insert
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To find the equation of a tangent to a curve: 1) find the derivative‚ 2) find the gradient‚ m‚ of the tangent by substituting in the x-ccordinate of the point; 3) use one of the following formulae to get the equation of the tangent: EITHER y = mx + c OR To find the equation of a normal to a curve: 1) find the derivative ; 2) Substitute in the x-coordinate of the point to find the value of the gradient there. 3) the gradient of the normal is . 4) Use one of the following formulae to get
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As some of my peers might know‚ geometry is definitely not my favorite subject in math. I have always struggled with geometry‚ especially with memorizing formulas to solve problems such as finding volume‚ surface area and more. I always found formulas to be such a bother and even after learning one and mastering it somewhat‚ I usually ended up forgetting the formula. Fortunately‚ the formulas that I had the most trouble with‚ being volume‚ surface area‚ and area‚ have finally began to stick with
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Scheme and Syllabus B.Tech. (1st and 2nd Semesters) effective from Session 2012-13 R.T.U.‚ Kota Scheme of Teaching & Examination for I year B.Tech. I Semester Effective from the Session: 2012 – 2013 (Common to all branches of Engineering) Sub Subject Code Number of Duration Marks Allocation Teaching of Theory Hours Paper Per (Hours) Theory Term Sessio Prac. nal Exam Total L T P Test 101 Communicative English 3 1 - 3 80 20 100 102 Engineering
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market they most likely examine all of the following except Ans. Human resources. 10. All of the following are advantages that firms often experience through exporting except. Ans. Amplified country and corporate risk. Part B: In what way was Ricardo’s Law of Comparative Advantage superior to Smith’s theory of absolute advantage? How do gains from trade arise with comparative advantage? How can a nation that is less efficient than another nation in the production of all commodities export anything
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Math 251: The Annihilator Method: Using higher order homogeneous equations to solve non-homogeneous equations The annihilator method is a fast method for solving certain non-homogeneous differential equations. A variation of this method is sometimes called the “method of judicious guessing” or the “method of undetermined coefficients.” In each variation‚ the work that must be done is the same; the difference is only in the background understanding of why the work is being done. The key idea of the
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Chapter 4 Applications of First-order Differential Equations to Real World Systems 4.1 Cooling/Warming Law 4.2 Population Growth and Decay 4.3 Radio-Active Decay and Carbon Dating 4.4 Mixture of Two Salt Solutions 4.5 Series Circuits 4.6 Survivability with AIDS 4.7 Draining a tank 4.8 Economics and Finance 4.9 Mathematics Police Women 4.10 Drug Distribution in Human Body 4.11 A Pursuit Problem 4.12 Harvesting of Renewable Natural Resources 4.13 Exercises In Section 1.4 we have seen that
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