Mathematics

MATHEMATICS Mathematics Mathematics Month YR 1 YR1 Proportions YR 2 YR2 Proportions YR 3 YR3 Proportions YR 4 YR4 Proportions Seasonal Index 1 55200.00 1.45 39800.00 0.98 32180.00 0.72 62300.00 1.36 1.13 2 57350.00 1.50 64100.00 1.58 38600.00 0.86 66500.00 1.45 1.35 3 15400.00 0.40 47600.00 1.17 25020.00 0.56 31400.00 0.68 0.70 4 27700.00 0.73 43050.00 1.06 51300.00 1.15 36500.00 0.80 0.93 5 21400.00 0.56 39300.00 0.97 31790.00 0.71 16800.00 0.37 0.65 6 17100.00 0.45 10300.00 0.25 31100.00 0.69 18900.00 0.41 0.45 7 18000.00 0.47 45100.00 1.11 59800.00 1.33 35500.00 0.77 0.92 8 19800.00 0.52 46530.00 1.15 30740.00 0.69 51250.00 1.12 0.87 9 15700.00 0.41 22100.00 0.54 47800.00 1.07 34400.00 0.75 0.69 10 53600.00 1.41 41350.00 1.02 73890.00 1.65 68000.00 1.48 1.39 11 83200.00 2.18 46000.00 1.13 60200.00 1.34 68100.00 1.48 1.54 12 72900.00 1.91 41800.00 1.03 55200.00 1.23 61100.00 1.33 1.38 Mean 38,113 1 40,586 1 44,802 1 45,896 1 1 Median 24,550 1 42,425 1 43,200 1 43,875 1 1 Mode 154000 0.4 64100 0.25 73890 0.69 68100 1.48 0.45 Standard Deviation 24739.13 0.648739454 13336.5 0.329888641 15407.7 0.343140575 19185.8 0.417677562 0.352497582 Frequency Distribution In statistics, frequency distribution to the grouping of data into mutually exclusive categories that indicate whether observations in each class. This provides added value to the grouping of data. The frequency distribution shows the classified observations so ...

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Matlab Assignment

MATLAB ASSIGNMENT Matlab Assignment Matlab Assignment Introduction Surface triangulation is an important milestone in 3D mesh generation as it forms the input for the tetrahedralisation of volumes which is a 3D analog of triangulation in 2D. Efficient methods like Delaunay triangulation cannot be applied to surfaces as the Delaunay criterion is not defined for ...

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Algebra Week 3 Assignment

Algebra Week 3 Assignment Algebra Week 3 Assignment Exercise 103 The breadth of the beam is an important for sailing vessels in various aspects. In order to reduce drag, the beam should be as narrow as possible but in order to avoid capsizing, the beam should be broad enough. Therefore, for an ocean ...

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Mathematics Teaching Strategy

Mathematics Teaching Strategy Mathematics Teaching Strategy What is a Strategy? The teaching of mathematics is part of the fundamental teachings and one can see him three basic functions: Give all individuals the mathematical literacy a necessary to citizen: understanding the digital data, namely the process, interpret, present, control the basic geometric figures, to ...

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Teaching Mathematics

Teaching Mathematics Teaching Mathematics Introduction According to recent research in brain sciences, majority of the child's development takes place till they reach the age of five years. This makes the early age development and training of the child way more important. The early years in school are perhaps the most important in the ...

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Calculus

CALCULUS Calculus Calculus A function, in mathematics, is used to indicate the relationship between two or more quantities. For example, the term function can be used to designate a power xn of a variable x. In addition, it can be applied to various geometric aspects of a curve, such as ...

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Systems Of Linear Equations

Systems of Linear Equations Module 3 SLP Systems of Linear Equation Systems of Linear Equations A system of linear equations is a set of linear equations of the form: In this case we have m equations and n unknowns. The real numbers are known coefficients and the x are known unknowns (or numbers to determined) and b are called independent terms. ...

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Module 3 - Case

Module 3 - Case Module 3 - Case 1. Determining whether or not the lines be perpendicular if they are graphed.   3x  -  2y =    6   2x  +  3y =    6     3x - 2y = 6 3x - 6 = 2y y = (3x - 6)/2 2x + 3((3x - 6)/2) = 6 2x + 3(1.5x ...

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Mathematics

Mathematics Field Theory and Symmetric Functions Introduction The purpose behind this paper is to understand the concepts of symmetric functions in field theory understand the motivation, math content and examples of symmetric functions in field theory and lastly discuss the contributions of one significant mathematician to symmetric functions in field theory. Discussion A field theory ...

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Module 1

MODULE 1 Module 1 - Case Set Theory Module 1 - Case Set Theory 1. Let U = {q, r, s, t, u, v, w, x, y, z}        A = {q, s, u, w, y}        B = {q, s, y, z}        C = {v, w, x, y, z}. Determine A ? (B n ...

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