There are no items in your cart
Add More
Add More
| Item Details | Price | ||
|---|---|---|---|
Mathematical Physics JKPSC 10+2 School lecturer
"Unleash the Power of Math in Physics and Transform Your Understanding with HPSC PGT Physics Live Sessions!"
Instructor: Bansal academy
Language: ENGLISH,HINDI
Description:
Mathematical Physics ( HPSC PGT Physics ) Live course covers the application of mathematical methods to solve problems in physics, with a focus on topics relevant to HPSC PGT Physics examination.
Key Highlights:
- In-depth coverage of mathematical techniques used in physics
- Special focus on topics crucial for HPSC PGT Physics exam
What you will learn:
- Title 1
Description 1 - Title 2
Description 2 - Title n
Description n
| Differential Equation | |||
| Lec- 01 Differential Equation | |||
| Lec- 02 Differential Equation | |||
| Lec- 03 Differential Equation | |||
| Lec- 04 Differential Equation | |||
| Lec- 05 Differential Equation | |||
| Lec- 06 Differential Equation | |||
| Lec- 07 Differential Equation | |||
| Complex Analysis | |||
| Lec - 01 Complex Analysis | |||
| Lec- 02 Complex Analysis | |||
| Lec- 03 Complex Analysis | |||
| Lec- 04 Complex Analysis | |||
| Lec- 05 Complex Analysis | |||
| Lec- 06 Complex Analysis | |||
| Lec- 07 Complex Analysis | |||
| Lec- 08 Complex Analysis | |||
| Lec- 09 Complex Analysis | |||
| Lec- 10 Complex Analysis | |||
| Lec- 11 Complex Analysis | |||
| Lec- 12 Complex Analysis | |||
| Laplace Transform | |||
| Lec - 01 Laplace Transform | |||
| Lec- 02 Laplace Tranform | |||
| Lec- 03 Laplace Transform | |||
| Lec- 04 Laplace Transform | |||
| Lec- 05 Laplace transform | |||
| Tensor | |||
| Lec-1 Tensor | |||
| Special Function | |||
| Lec-1 Special functions | |||
| Lec-2 Special functions | |||
| Lec-3 Special functions | |||
| Lec-03 practice questions [2-8-25 ] | |||
| Green Function | |||
| Green Function Lec-1 | |||
| Green Function Lec-2 | |||
| Green Function Lec-3 | |||
| Green Function Lec-5 | |||
| Green Function Lec-4 | |||
| Green Function Lec-6 | |||
| Matrix | |||
| lec-1 matrix part 1 | |||
| matrix part 2,mathematical | |||
| matrix part 3 mathematical | |||
| Lec-4 matrix part ,mathematical, | |||
| Lec-5 matrix , part ,mathematical | |||
| Lec-6 matrix ,mathematical | |||
| Fourier Transform | |||
| Fourier transform (part-1) | |||
| Fourier transform(part-2) | |||
| fourier series | |||
| fourier series part 1 | |||
| fourier series part 2 | |||
| fourier series part 3 | |||
| fourier series part 4 | |||
| assignments-fourier series | |||
| Differential Equations New | |||
| Lec-01 Differential Equations [4-7-25] | |||
| Lec-02 Differential Equations [5-7-25] | |||
| Lec-03 Second order linear differential equations with practice questions [7-7-25] | |||
| Lec-04 Cauchy Euler and legendre homogenous differential equations with questions [8-7-25] | |||
| Practice Questions [9-7-25] | |||
| Fourier Series New | |||
| coefficients22 of Fourier series, half range cosine and sine series with questions.. [24-6-25] | |||
| coefficients of Fourier series, half range cosine and sine series with questions. [24-6-25] | |||
| Lec-02 Fourier Series [25-6-25] | |||
| Lec-03 Fourier Series [26-6-25] | |||
| Lec-04 Fourier Series [27-6-25] | |||
| Complex Numbers New | |||
| Lec-01 Complex Analysis [10-7-25] | |||
| Lec-02 Complex Analysis [11-7-25] | |||
| Lec-03 Complex Analysis [14-7-25] | |||
| Lec-04 Complex Analysis [15-7-25] | |||
| Lec-05 Complex Analysis [16-7-25] | |||
| Lec-06 Complex Analysis Part-01 [17-7-25] | |||
| Lec-06 Complex Analysis Part-02 [17-7-25] | |||
| Lec-07 Practice Questions [18-7-25] | |||
| Lec-08 Complex Analysis [19-7-25] | |||
| Lec-09 practice questions based on complex integration and residue theorem (21-7-25) | |||
| Lec-10 practice ques discussion, residue at z=infinity [23-7-25] | |||
| Lec-11 branch point , branch cut with practice questions [28-7-25 ] | |||
| Lec- 12 cauchy integral theorem, practice questions [29-7-25 ] | |||
After successful purchase, this item would be added to your Library.
You can access the library in the following ways :
- From Computer, you can access your library after successful login
- For other devices, you can access your library using this web app through browser of your device.
Reviews
Other Courses