Wtw Study guides, Study notes & Summaries
Looking for the best study guides, study notes and summaries about Wtw? On this page you'll find 111 study documents about Wtw.
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summary for semester test 1 of WTW165 and WTW134
- Summary • 20 pages • 2024
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This is a summary of the work covered in semester test one
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Substitution Methods for Differential Equations [WTW 256]
- Summary • 4 pages • 2024
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Summary on solving linear, homogeneous and Bernoulli differential equations.
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WTW256 formula sheet
- Summary • 4 pages • 2022
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This document contains all formulas for the module course WTW256
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Maximum and Minimum Values for Functions of Several Variable [WTW 258]
- Summary • 3 pages • 2024
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Notes explaining how to find the maximum and minimum values of functions of several variables including applications of it.
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WTW 256 : Theme 1: DIFFERENTIAL EQUATIONS
- Summary • 16 pages • 2022
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Rough summaries (a.k.a. cripnotes) were made before a tutorial session to understand the fundamental theories and applications.
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WTW 258 Lecture Notes
- Class notes • 97 pages • 2021
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These are some of the WTW 258 handwritten notes I made during my time at the University of Pretoria. These notes cover examples, explanations and additional research. They are written on either the given lecture slides or in a separate notebook. 
 
Have a look at the bundle deals if you are planning on buying more than one set of notes, and please do not hesitate to contact me over the app. 
 
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Exam (elaborations) WTW 158: Calculus (WTW158)
- Exam (elaborations) • 5 pages • 2022
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This document includes questions and step-by-step procedures on how to tackle differential equation questions. It will help you see a much easier method to use when dealing with such questions.
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Basic Ideas of Differential Equations [WTW 256]
- Summary • 2 pages • 2024
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Summary on the basic ideas of differential equations.
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Autonomous Differential Equations [WTW 256]
- Summary • 2 pages • 2024
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Summary on Autonomous Differential Equations
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Linear First Order Differential Equations [WTW 256]
- Summary • 2 pages • 2024
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Summary of how to solve linear first order differential equations.
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