Sir Gawain Comparison Sir Gawain and the Green Knight is a centuries-old story about a young knight in King Arthur’s court and a deal he made with a Green Knight on New Years and how he has to live up to his part of the deal. Throughout the centuries this text has been translated from the Pearl Poet’s original story to the newest version by Simon Armitage. These translations have changed a lot of the language and each of them allows a different generation to understand this story. Two of the most
Premium Sir Gawain and the Green Knight Knights of the Round Table Gawain
EXERCISE 2STRAIGHT LINES Question 1: Write the equations for the x and y-axes. Answer : The y-coordinate of every point on the x-axis is 0. Therefore‚ the equation of the x-axis is y = 0. The x-coordinate of every point on the y-axis is 0. Therefore‚ the equation of the y-axis is x = 0. Question 2: Find the equation of the line which passes through the point (–4‚ 3) with slope . Answer : We know that the equation of the line passing through point ‚ whose slope is m‚ is . Thus‚ the equation
Premium Analytic geometry Cartesian coordinate system Euclidean geometry
Linear equations with one unknown Linear equations with only one variable are the simplest ones. We can always write such an equation in the standard form ax = b . Here x is the only variable (the unknown). The coefficient a and the constant b are both real numbers. 1. If a ≠ 0 ‚ the equation has precisely one solution:
Premium Euclidean geometry Elementary algebra Polynomial
Yao Cia Hua Mathematics SL LACSAP’S Fraction-‐ Portfolio Type I LACSAP’S Fractions - Math SL Type I Name: Yao Cia Hua Date: March 22nd‚ 2012 Teacher: Mr. Mark Bethune School: Sinarmas World Academy 1 Yao Cia Hua Mathematics SL LACSAP’S Fraction-‐ Portfolio Type I Lacsap triangle is a reversed Pascal triangle. This task
Premium Elementary arithmetic Number
* Data Types * Memory Organization * Interrupts and Exceptions * The Fig.1 shows the programmer’s model of 8086 microprocessor. * 8086 microprocessor includes: * Fourteen 16-bit registers. * Four data registers‚ AX‚ BX‚ CX‚ DX * The status register‚ SR‚ with nine of its bits implemented for status and control flags. * The instruction pointer‚ IP * Two pointer registers‚ BP‚ SP ?? * Two index registers‚ SI‚ DI ?? * Four segment
Premium Central processing unit
ASSEMBLY LANGUAGE An assembly language is a low-level programming language for a computer‚ microcontroller‚ or other programmable device‚ in which each statement corresponds to a single machine code instruction. Each assembly language is specific to a particular computer architecture‚ in contrast to most high-level programming languages‚ which are generally portable across multiple systems. Assembly language is converted into executable machine code by a utility program referred to as an assembler;
Premium Assembly language
“Evil Dead” in respect to “Evil Dead 2” Main Character Personality Differences From the Original to the Remake “Evil Dead” and “Evil Dead 2” are both late 80’s horror movies starring Bruce Campbell as Ash‚ a quiet guy in his early 20’s that ends up hacking to death his demon possessed friends to avoid death. In the original “Evil Dead”‚ Ash tends to run from any of the daemons and scary things that come his way‚ until
Premium Horror film Film
Computer Organization with Assembly Language Digital Computer: A digital computer is a fast electronic calculating machine that accepts digitized input information‚ processes it according to a list of internally stored instructions‚ and produces the resulting output information. Types of Computers: 1. Personal Computers 2. Workstations 3. Mainframes 4. Supercomputers Basic Operation of a Computer 1. The computer accepts information in the form of programs and data through an
Premium Computer Central processing unit Assembly language
Methods for Convex and General Quadratic Programming∗ Philip E. Gill† Elizabeth Wong† UCSD Department of Mathematics Technical Report NA-10-01 September 2010 Abstract Computational methods are considered for finding a point that satisfies the secondorder necessary conditions for a general (possibly nonconvex) quadratic program (QP). The first part of the paper defines a framework for the formulation and analysis of feasible-point active-set methods for QP. This framework defines a class of methods
Premium Optimization Linear algebra Linear programming
distribution of eX where X is N [µ‚ σ 2 ]. Proposition 4: If X is N [µ‚ σ 2 ] then E(X) = µ and Var(X) = σ 2 . 1 2 Proposition 5: If Y is LN [µ‚ σ 2 ] then E(Y ) = eµ+ 2 σ and 2 2 Var(Y ) = e2µ+σ (eσ − 1). Proposition 6: If X is N [µ‚ σ 2 ] then aX + b is N [aµ + b‚ a2 σ 2 ]. 2 2 Proposition 7: If X is N [µ1 ‚ σ1 ]‚ Y is N [µ2 ‚ σ2 ]‚ and X and Y are indepen2 2 dent‚ then X + Y is N [µ1 + µ2 ‚ σ1 + σ2 ]. n Corollary 1: 2 If Xi are independent N [µ‚ σ ] for i = 1 . . . n then
Premium Normal distribution Cumulative distribution function