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Lecture 22: Diagonalization and Powers of A
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Lecture 28: Extreme Derivative Word Problem (advanced)
Lecture 31: Solving recurrence relations using generating functions - Part
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Lecture 22: Keplers Laws - Elliptical Orbits - Satellites - Change of Orbits - Ham Sandwich
Lecture 15: Integration and Contours
Lecture 42: Examples of discrete Fourier transform; fast Fourier transform; convolution - I
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Lecture 12: Special Distributions - III
Lecture 13: Probability (part 3)
Lecture 9: Graphs of trig functions
Lecture 41: Intro to Fourier transforms: how to calculate them
Lecture 39: Mod-01 Lec-39 Reaction Dynamics : Concluding
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Lecture 10: Eigenvalue Problem in Discrete Domain (Contd.)
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Newton's Laws of Motion
Lecture 16: Physics Lecture - 16 - Circular Motion / Centripetal Force
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Lecture 1: Problem with Classical Physics
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Lecture 38: Mod-34 Lec-38 Synthesis of Quinolines and Isoquinolines
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