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Why does water speed up when you squeeze a hose? The answer lies in one of the most fundamental principles of physics: the ...

The previous on SoftMax, similarly short, is at: https://youtu.be/yx2xc9oHvkY Script for this video: ...

In the 1960s, Bryan Birch and Peter Swinnerton-Dyer sat at Cambridge computing points on elliptic curves — tedious work, but ...

Starting with this episode we begin the fun activity of solving technical problems using the theoretical machinery developed so far.

UNIZOR.COM - Creative Mind through Art of Mathematics Read full text of notes for this lecture on UNIZOR.COM - Math4Teens ...

A lecture on Galerkin approximations to the solution of 1D boundary value problems in mechanics, presented as part of a ...

Lecture 10: Discrete-Time Fourier Series Topics covered: Response of discrete-time LTI systems to complex exponentials; ...

Lecture 07: Continuous-Time Fourier Series Topics covered: Response of continuous-time LTI systems to complex exponentials: ...

Lecture 08: Continuous-Time Fourier Transform Topics covered: Derivation of the Fourier transform representation of aperiodic ...

Lecture 04: Convolution Topics covered: Representation of signals in terms of impulses; Convolution sum representation for ...

Lecture 23: Mapping Continuous-Time Filters to Discrete-Time Filters Topics covered: Properties of the z-transform; Analyzing ...

Lecture 21: Continuous-Time Second-Order Systems Topics covered: Geometric evaluation of frequency responses from ...

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Lecture 05: Properties of Linear, Time-Invariant Systems Topics covered: Properties of linear, time-invariant systems, including the ...

Lecture 11: Discrete-Time Fourier Transform Topics covered: Representation of aperiodic signals; Discrete-time Fourier transform ...

This video will help with some of the problems on the first exam and the final.

Here this side we apply it exist because function is continuous therefore it is integraable so this integral exist the second step.

Lecture 06: Systems Represented by Differential Equations Topics covered: First-order differential and difference equations; ...

Interpretación del límite en el infinito aplicado a un problema. Problemas de optimización.

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