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Study Guides for Mathematics & Engineering Courses at Queen's University


QUEEN'SMTHE 228Josue Vazquez- BecerraWinter

MTHE 228- Final Exam Guide - Comprehensive Notes for the exam ( 53 pages long!)

Tom Sung53 Page
0
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QUEEN'SMTHE 228Josue Vazquez- BecerraWinter

MTHE 228 Study Guide - Final Guide: Hyperbolic Function, Partial Fraction Decomposition, Geometric Series

Tom Sung3 Page
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Exam topics provided by : josu v squez-becerra, instructor of mthe 228 and ph. d. Equations and additional notes wri tten by: tom (ke jun) sung, b. a.
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QUEEN'SMTHE 228Josue Vazquez- BecerraWinter

MTHE 228- Midterm Exam Guide - Comprehensive Notes for the exam ( 53 pages long!)

Tom Sung53 Page
0
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QUEEN'SMTHE 281Noriko YuiWinter

Week 12-8

OC1106091 Page
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QUEEN'SMTHE 281Noriko YuiWinter

MTHE 281 Study Guide - Functional Requirements For Bibliographic Records

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QUEEN'SMTHE 225Gregory G SmithFall

MTHE 225 Study Guide - Quiz Guide: Unit Circle

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Quiz 3a solutions: this question concerns second-order linear homogeneous equations. Show your work. (a) find two linearly independent solutions of y +
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QUEEN'SMTHE 225Gregory G SmithFall

quiz 5 (10).pdf

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Quiz 5a solutions: (5 marks) find the inverse laplace transform of f (s) = We wish to nd a, b, c such that. Multiplying both sides by s(s + 1)2, this e
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QUEEN'SMTHE 225Gregory G SmithFall

quiz 6 (10).pdf

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We are asked to use the eigenvalue method to nd a solution to the following linear system, satisfying the speci ed initial conditions. x . 2 = 6x1 2x2
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QUEEN'SMTHE 225Gregory G SmithFall

MTHE 225 Study Guide - Quiz Guide: Wronskian, Integrating Factor

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Quiz 2b solutions: consider the equation y 3y = 0. (a) show that y1(x) = 1 and y2(x) = e3x are independent solutions. Evidently y1 is a solution, as y
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QUEEN'SMTHE 225Gregory G SmithFall

MTHE 225 Study Guide - Quiz Guide: Partial Fraction Decomposition, Jyj

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Quiz 1 solutions (i) find the following inde nite integrals (cid:90) ln x dx. (a) (b) Set u = ln x, dv = dx, so v = x. 1 x ln x dx = x ln x . = x ln x
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QUEEN'SMTHE 225Gregory G SmithFall

quiz 4 (10).pdf

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1. (a) using only the de nition of the laplace transform, nd the laplace transform of f (t) where. 0 t 3 t > 3. 0 f (t)e st dt f (t)e st dt +z e2te st
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