1617-257/Student Final Review: Difference between revisions

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==Final Review Material==
==Final Review Material==


'''Abhishek:''' These are reviews I have created for the material covered throughout the year.
'''Abhishek:''' These are reviews I have created for the material covered throughout the year. Grouped by material focused on each test.


They contain all the main definitions/theorems (+ some proofs). Hope they help with the final!
They contain all the main definitions/theorems (+ some proofs). Hope they help with the final!


Midterm 1:
'''Midterm 1:'''


[[Media:1617-257_MAT257-1-1.pdf|Linear Algebra and Matrices Review]]
[[Media:1617-257_MAT257-1-1.pdf|Linear Algebra and Matrices Review]]
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[[Media:1617-257_MAT257-1-5.pdf|Implicit Function Theorem, Inverse Function Theorem, and Chain Rule Review]]
[[Media:1617-257_MAT257-1-5.pdf|Implicit Function Theorem, Inverse Function Theorem, and Chain Rule Review]]


Midterm 2:
'''Midterm 2:'''


[[Media:1617-257_MAT257-2.pdf|Integration Review]]
[[Media:1617-257_MAT257-2.pdf|Integration Review]]


Midterm 3:
'''Midterm 3:'''


[[Media:1617-257_MAT257-3-1.pdf|Manifolds Review]]
[[Media:1617-257_MAT257-3-1.pdf|Manifolds Review]]
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[[Media:1617-257_MAT257-3-3.pdf|Tangent Vectors and Differential Forms Review]]
[[Media:1617-257_MAT257-3-3.pdf|Tangent Vectors and Differential Forms Review]]


Final:
'''Final:'''


[[Media:1617-257_MAT257-4.pdf|Stokes Theorem, Closed/Exact Forms]]
[[Media:1617-257_MAT257-4.pdf|Stokes Theorem, Closed/Exact Forms]]

Latest revision as of 23:07, 18 April 2017

Final Review Material

Abhishek: These are reviews I have created for the material covered throughout the year. Grouped by material focused on each test.

They contain all the main definitions/theorems (+ some proofs). Hope they help with the final!

Midterm 1:

Linear Algebra and Matrices Review

Topology Review

Compactness and Connectedness Review

Differentiation Review

Implicit Function Theorem, Inverse Function Theorem, and Chain Rule Review

Midterm 2:

Integration Review

Midterm 3:

Manifolds Review

Multilinear Algebra, Tensors, and Wedge Product Review

Tangent Vectors and Differential Forms Review

Final:

Stokes Theorem, Closed/Exact Forms