Engineering Mathematics

Newcastle University (NCL)

Here are the best resources to pass Engineering Mathematics. Find Engineering Mathematics study guides, notes, assignments, and much more.

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Differential equations notes
  • Differential equations notes

  • Class notes • 3 pages • 2022
  • Handwritten lecture notes with worked examples
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Vectors and complex numbers notes
  • Vectors and complex numbers notes

  • Class notes • 2 pages • 2022
  • Handwritten lecture notes with worked examples
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Matrices Lecture Notes
  • Matrices Lecture Notes

  • Class notes • 3 pages • 2022
  • Handwritten lecture notes with worked examples
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Partial Differentiation
  • Partial Differentiation

  • Class notes • 10 pages • 2019
  • Rough lecture notes from 1st year engineering course, includes second derivatives, stationary points application, small increments application
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Functions
  • Functions

  • Class notes • 17 pages • 2019
  • Rough lecture notes from 1st year engineering course, includes sin, cosine, exponential, logarithmic, logarithms, curve sketching, inverse functions,
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Complex numbers
  • Complex numbers

  • Class notes • 12 pages • 2019
  • Rough lecture notes from 1st year engineering degree, includes application and algebra of complex numbers, polar coordinates, exponential form, powers and roots, algebraic roots
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Matrices
  • Matrices

  • Class notes • 21 pages • 2019
  • Rough lecture notes from first year engineering degree. Includes matrix transposition, matrix algebra, matrix multiplication, simultaneous equations, determinant, inverse matrix, elementary row operations,
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Vectors, dot and cross product
  • Vectors, dot and cross product

  • Class notes • 14 pages • 2019
  • Rough lecture notes from 1st year engineering degree. Includes vectors, vector algebra, scalar/dot product, vector/cross product,
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Differential equations
  • Differential equations

  • Class notes • 16 pages • 2019
  • Rough lecture notes from 1st year engineering degree. Includes notes on separating variables, second order differential equations, principles of differentiation
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