CS193P IPHONE APPLICATION DEVELOPMENT FALL 2011 Assignment I: Calculator Objective This assignment has two parts. The goal of the first part of the assignment is to recreate the demonstration given in the second lecture. Not to worry, you will be given very detailed walk-through instructions in a separate document. It is important, however, that you understand what you are doing with each step of that walk-through because the second part of the assignment (this document) is to add
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Report on Primes is in P This paper tries to define an algorithm to find out if an input value is a prime or not in minimum amount of time with least possible complexity. It says that prime numbers are of great importance to mathematics especially in branch of mathematics called number theory. Out of the different properties of a prime number this paper is interested in the property of finding whether a number is a prime or not as many applications of cryptography need very large prime numbers.
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Koinsber bridge, in 1735. This problem lead to the concept of Eulerian Graph. Euler studied the problem of Koinsberg bridge and constructed a structure to solve the problem called Eulerian graph. In 1840, A.F Mobius gave the idea of complete graph and bipartite graph and Kuratowski proved that they are planar by means of recreational problems. The concept of tree, (a connected graph without cycles [1]) was implemented by Gustav Kirchhoff in 1845, and he employed graph theoretical ideas in the
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naturally ordered using short, average, tall. • For example, for nominal variables hair colour cannot be naturally ordered since no order occurs to their colours. Numerical data * data that are in real number values * can be either discrete or continuous Variable Variable: a quantity that can have any of a set of values. Nominal vs. Ordinal Variable Nominal Variable • a categorical variable that describes a name, label or category with no natural order • e.g. there is no
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Composition and Inverse MAT222: Week 5 Assignment April 6, 2014 Composition and Inverse For this week’s assignment we are given the task of learning how to solve Composition and Inverse math problems. This week’s assignment focuses on the following problem: f(x)=2x+5 g(x)=x2-3 h(x)= 7-x / 3 The first thing I will do is compute (f – h)(4). (f – h)(4)=f(4) – h(4). Each function may be calculated separately and will be subtracted due to the rules of composition
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The Simplex Method applied to a Warehouse Problem The simplex method is a mathematical tool used to solve many of today’s problems involving such ideas as maximizing profits or minimizing costs (Barnett, Ziegler, & Byleen, 2011). Most of these problems have such a vast amount of variables and constraints that these problems are more ideally suited for computers to solve (Barnett, Ziegler, & Byleen, 2011). Since the amount of variables and constraints doesn’t effect how the simplex method is applied
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0-matrix. An identity matrix I An identity matrix I is a diagonal matrix with all diagonal element = 1. A scalar matrix S A scalar matrix S is a diagonal matrix with all diagonal elements alike. a1,1 = ai,i for (i = 1,2,3,..n) Matrix in mathematics, a system of elements aij (numbers, functions, or other quantities for which there are defined algebraic operations) arranged in the form of a
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Budget Report We were offered the following data to complete a budget for a hospital. The data contained the following: The hospital had a total of 35 beds of which 10 beds were on a discount, either 50 % discount or full discount. Three different capacities were given to us, 100%, 90% and 75%. The total number of patient days at 100% capacity is 12775 days, 11497.5 days at 90% capacity and 9581.25 days at 75% capacity. The hospital’s fixed costs amounted to $10,100 per month and the variable costs
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Summary for Activity-Based Costing and Capacity In this article written by Robert Kaplan, Activity -Based Costing method has been upgraded to a level that can better assist the need for an organization. The article began with the introduction of traditional Activity-Based Costing method, along with the emphasis on its two major pitfalls: lack of future elements and actual capacity levels. Then the author suggested two solutions to conquer the pitfalls by using budget cost and practical capacity
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Nike Kim Ford is a portfolio manager for the NorthPoint Group and she is assessing whether to buy shares of Nike stock for her NorthPoint Large Cap Fund. Ms. Ford has asked her assistant, Joanna Cohen, to estimate Nike’s cost of capital so Ms. Ford could make an informative decision whether to buy Nike shares for her Fund. I will analyze Ms. Cohen’s methodologies and results of Nike’s cost of capital. Ms. Cohen used the book value for debt and equity when she should have used the market value
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