Theorems - Study guides, Revision notes & Summaries

Looking for the best study guides, study notes and summaries about Theorems? On this page you'll find 71 study documents about Theorems.

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Lecture Notes on Vector Spaces and Linear Transformations (COMP11120)
  • Lecture notes

    Lecture Notes on Vector Spaces and Linear Transformations (COMP11120)

  • Master the fundamentals of vector spaces and linear transformations with these comprehensive lecture notes for COMP11120. These notes cover key topics such as vector spaces, subspaces, bases, dimension, linear transformations, matrix representations, eigenvalues, and eigenvectors. With clear explanations, illustrative examples, and essential theorems, these notes are designed to help you understand and apply complex concepts with confidence. Perfect for students enrolled in COMP11120 or anyon...
  • jpxoi
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Edexcel A-Level Mathematics - Core Pure Maths
  • Exam (elaborations)

    Edexcel A-Level Mathematics - Core Pure Maths

  • 1. Order of a matrix Number of rows by number of columns 2. Square matrix Matrix of order NxN 3. Leading diagonal Diagonal of matrix from top left to bottom right 4. Conditions for two matrices to be equal - must have same order - each element in one matrix must be equal to the corresponding ele- ment in the other 5. Matrices which you can't add are... non-conformable for addition 6. Matrices which you can't multiply are... non-conformable for multiplication 7. Matrix...
  • YOURVERIFIEDEXAMPLUG
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Lecture Notes on Limits in Calculus I (M30215)
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    Lecture Notes on Limits in Calculus I (M30215)

  • This document contains everything to do with limits in one variable functions in Calculus. This is very useful for any university student studying calculus at any level. This document contains: Limits, Theorems, Proofs and diagrams and lots of very useful information.
  • alfrisk
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Lecture Notes on Sequences and Series
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    Lecture Notes on Sequences and Series

  • This document contains everything you need to know about Sequences and Series. It contains every different test you can do to test for convergence and evaluate series. It also contains theorems and proofs of the theorems. In addition, it contains the properties of limits and every type of sequence and series. This is a very useful document for any student studying Calculus.
  • alfrisk
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Analysis Notes - Real Numbers and Rational Numbers
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    Analysis Notes - Real Numbers and Rational Numbers

  • This document contains definitions, propositions, and theorems that cover the real and rational numbers as part of an introduction to Analysis.
  • eddielloyd3141
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Practical Design Considerations
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    Practical Design Considerations

  • A look at NAND gates as a suitable logic gate in an integrated circuit, and a look at De Morgan's theorems.
  • matthewcoffin
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GCSE Maths Crib Summary Sheet Trigonometry Angles
  • Summary

    GCSE Maths Crib Summary Sheet Trigonometry Angles

  • 2 A4 sides of GCSE Maths summary theorems - covers angles, Pythagoras theorem, area and perimeter, frustums, volume, density, surface area, trigonometry, pressure, kinematics, velocity, congruence, transformations, plans and elevations, and symmetry. Was super helpful during my exams - I would carry it around and use it like a set of flash cards to test myself in dull moments. Good for early and last minute revision too.
  • blueeyes1
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Thevenin and Norton's Laws
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    Thevenin and Norton's Laws

  • A brief look at Thevenin and Norton's theorems for constructing equivalent circuits.
  • matthewcoffin
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Lecture Notes on Further Differentiation and Limits
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    Lecture Notes on Further Differentiation and Limits

  • This document contains everything you need to know on the tougher parts of differentiation and limits, mainly focusing on the proofs of the chain, product and quotient rules. This is colourfully laid out and includes many more definitions and is very useful for any student studying Calculus.
  • alfrisk
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Lecture Notes on Continuity and Differentiability
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    Lecture Notes on Continuity and Differentiability

  • This document is laid out colourfully, containing everything you need to know on Continuity and Differentiability in Calculus. This is very useful for any student studying Calculus. It includes: Continuity, Differentiation, Proofs of Rules, Explanations of Big O and Little o notations and much more.
  • alfrisk
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