OBJECT ORIENTED PROGRAMMING CSC238 Lecture 3 – Common Algorithms Lecture 3 Objectives Common Algorithms Total T l Average Counting Minimum value and maximum value Ranged value Unlimited l U li i d value 1 Mohd Hanapi Abdul Latif Total / Sum group of values The algorithm in this application may be used to solve sol e problem such as s ch To calculate the total of payment for N employees; To sum the amount that a customer has to pay; To calculate the total of salary that a
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Relaxation Oscillator Circuit Diagram I was given the circuit below to test and analyse. This circuit is a circuit of a Relaxation Oscillator. | Relaxation Oscillator | |[pic] | |
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Cardinality and Modality Cardinality and Modality work together to define the relationship. Cardinality indicates the maximum number of times an instance in one entity can be associated with instances in the related entity. Modality indicates the minimum number of times an instance in one entity can be associated with an instance in the related entity. Thus‚ Modality is also called participation because it denotes whether or not an instance of an entity MUST participate
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Chapter-14 Comparative salient feature of OHE of DMRC & Indian Railway 15.1 IMPORTANT DMRC OHE PARAMETERS (Rail Corridor) S.N. | Parameters | Specification as per DMRC | Specification as per Indian Railway | 1 | Normal height of contact wire at support point for regulated OHE | 5.00 mtr (Presag -1000th part of span length) | 5.50 mtr | 2 | Normal height of contact wire at support point for unregulated OHE | 5.15 mtr | 5.70 mtr | 3 | Minimum height of contact wire at loco inspection
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CREATION AND CATEGORIZATION OF KNOWLEDGE IN AUTOMOTIVE COMPONENTS SMEs IN INDIA * RAJESH K PILLANIA Purpose The purpose of the research work is to specifically understand the concept of knowledge management‚ its difference in large enterprises and small enterprises‚ 7 different categories of knowledge (knowledge about customers‚ about company’s products/services‚ intellectual property rights management‚ about markets‚ about competition‚ about processes and methods‚ about regulatory environment)
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0:35:22 Category Overview เเเเเเ 22‚ 2013 Homework 7 Replications: 1 Time Units: Minutes Key Performance Indicators System Number Out Average 996 Model Filename: D:\NOOK\Simulation Class\Homework\HW3_07_04\HW3_07_04 Page 1 of 6 0:35:22 Category Overview เเเเเเ 22‚ 2013 Homework 7 Replications: 1 Time Units: Minutes Entity Time VA Time Part 1 Part 2 Part 3 Part 4 NVA Time Part 1 Part 2 Part 3 Part 4 Wait Time Part 1 Part 2 Part
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Nguyễn Hà Dân – SB0768 MSSV:SB60543Ho Hoa Binh la sieu di ngua‚ Ban gai cu cua Hoang Anh chim lonhahahahahaha Find the two lines that are tangent to y = x2- 2x+1 and pass through the point (5‚7). Call (d) is the equation of the tangent to y = x2- 2x+1‚ pass through the point (5‚7) and have slope k y – y0 = k(x – x0) y – 7 = k(x – 5) y = kx – k5 + 7 we slove system of equations The two lines that are tangent is: y=8x – 47 y=2x – 17 Find limx→1x-1x2+3-2 3. The circumference
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1a. h=-4.9t^2+450 1b. h(t)=-4.9t^2+450 (h(2)-h(0))/(2-0) ((-4.9(〖2)〗^2+450)-(-4.9(0)^2+450))/2 =(430.4-450)/2 =-19.6 ∴The average velocity for the first two seconds was 19.6 metres per second. c. i) i) = =-24.5 ∴ The average velocity from is 24.5 metres/s. ii) = -14.7 iii) = -12.25 ∴ The average velocity from is 12.25 metres/s. d) Instantaneous velocity at 1s: =-9.8 ∴ The instantaneous velocity
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Chapter 3 Modeling & Solving LP Problems In A Spreadsheet 1. In general‚ it does not matter what is placed in a variable (changing) cell. Ultimately‚ Solver will determine the optimal values for these cells. If the model builder places formulas in changing cells‚ Solver will replace the formulas with numeric constants representing the optimal values of the decision variables. An exception to this general principle is found in Chapter 8 where‚ when solving nonlinear programming problems‚ the
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