Laplace transforms Study guides, Study notes & Summaries
Looking for the best study guides, study notes and summaries about Laplace transforms? On this page you'll find 67 study documents about Laplace transforms.
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Laplace Transforms and the 1st Shift Theorem
- Class notes • 15 pages • 2023
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- R143,07
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Detailed worked examples demonstrating how to solve Laplae Transform and 1st Shift Theorem problems.
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Solution Manual Advanced Modern Engineering Mathematics 4th Edition By Glyn James
- Exam (elaborations) • 688 pages • 2024
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- R259,46
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Chapter 1. Matrix Analysis 1 
Chapter 2. Numerical Solution of Ordinary Differential Equations 86 
Chapter 3. Vector Calculus 126 
Chapter 4. Functions of a Complex Variable 194 
Chapter 5. Laplace Transforms 270 
Chapter 6. The z Transform 369 
Chapter 7. Fourier Series 413 
Chapter 8. The Fourier Transform 489 
Chapter 9. Partial Differential Equations 512 
Chapter 10. Optimization 573 
Chapter 11. Applied Probability and Statistics 639 
iii1 
Matrix Analysis 
Exercises 1.3.3 
1(a) Yes, as the...
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Laplace Transforms Worked Examples
- Class notes • 12 pages • 2023
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- R143,07
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Detailed worked examples demonstrating how to solve various Laplace Transform problems.
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Laplace Transforms and 2nd Shift Theorem Worked Examples
- Class notes • 15 pages • 2023
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- R143,07
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Detailed worked examples demonstrating how to solve Laplace Transform and the 2nd Shift Theorem problems.
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Laplace Transforms Worked Examples 5
- Class notes • 8 pages • 2023
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- R143,07
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Detailed worked examples demonstrating how to solve various Laplace Transforms problems.
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Problems related to Laplace transforms
- Interview • 58 pages • 2023
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- R152,02
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Problems related to Laplace transforms helps you to solve easily step by step
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Inverse Laplace Transforms Worked Examples 2
- Class notes • 6 pages • 2023
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- R143,07
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Detailed worked examples demonstrating how to solve Inverse Laplace Transform problems.
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Laplace Transforms and Analytic Geometry Notes
- Class notes • 1 pages • 2023
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- R143,07
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Detailed worked examples demonstrating how to solve Laplace Transforms and Analytic Geometry.
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Modelling in frequency domain
- Class notes • 50 pages • 2024
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- R143,07
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Modeling in the frequency domain involves representing systems, signals, or processes using frequency-dependent representations such as Fourier series, Fourier transforms, or Laplace transforms. It allows for analyzing how systems respond to different frequencies, making it useful in various fields like signal processing, control systems, and communication engineering.
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