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Electrical Engineering
math and physics forever's user avatar
math and physics forever's user avatar
math and physics forever's user avatar
math and physics forever
  • Member for 3 years, 2 months
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I love physics and maths.I live for physics and maths.

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Top posts
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5
How to calculate the natural frequency of a series LC circuit?
Oct 27, 2022
1
Why isn't my application of KVL working here
Jun 20, 2022
1
Why is the instantaneous magnitude of current and voltage in a phasor diagram given by the vertical components of the phasor vectors?
Sep 17, 2022
1
Across which terminals is EMF induced in this circuit?
Sep 29, 2022
1
Why is the current flowing 1 s after being disconnected \$\frac{1}{e}\ \mathrm{A}\$ instead of \$1-\frac{1}{e}\ \mathrm{A}\$?
Oct 9, 2022
1
How to find the points between which EMF is induced in a loop with resistors?
Oct 18, 2022
1
A question about the equation describing the charging of a capacitor having a non-zero initial charge
Mar 9
0
How to use Kirchoff's voltage laws in an AC circuit?
Sep 17, 2022
0
Is this method of proving energy is conserved in an LC oscillator correct?
Sep 24, 2022
0
In parallel RC circuits, why does a phase difference between the net current and resistive current exist?
Oct 15, 2022
Top network posts
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9
How to read a floral diagram?
7
How to minimize a determinant, without a computer?
6
what's the best way to integrate $\int \frac{\sqrt{x}}{\sqrt[4] {x^3 +1}}dx$?
5
Let $a_1 , a_2, a_3$ be a harmonic progression with $a_1 =5$ and $a_{20} =25$. Then the least positive integer for which $ a_n \lt 0$ is?
5
Trouble understanding this hard integral $\int \frac{x^3}{(x^2+1)^2}dx$