LESSON PLAN
Name of the Assistant:Sweta
Class and Section:B. Sc 2nd section C
Subject Lesson Plan: special functions andIntegral transform
Month:January 2018
Date / Topics01-01-2018 / Chapter 1- power series, convergence of power series, interval of convergence
02-01-2018 / Operation on power series
03-01-2018 / Analytic function
04-01-2018 / Existence of power series solution
05-01-2018 / Continue existence of power series solution
06-01-2018 / Continue Existence of power series solution
07-01-2018 / SUNDAY
08-01-2018 / Frobenius method
09-01-2018 / Continue frobenius method
10-01-2018 / Continue Frobenius method
11-01-2018 / Continue Frobenius method
12-01-2018 / Continue Frobenius method
13-01-2018 / Continue Frobenius method
14-01-2018 / SUNDAY
15-01-2018 / Chapter 2- Beta function, gamma function, bessel equation
16-01-2018 / Bessel's function
LESSON PLAN
Date / Particulars17-01-2018 / Recurrence relations for bessel's functions
18-01-2018 / Continue recurrence relations for bessel's functions
19-01-2018 / Generating function for Jn(x)
20-01-2018 / Equations reducible to Bessel's equation
21-01-2018 / SUNDAY
22-01-2018 / VASANT PANCHAMI
23-01-2018 / Test of chapter 1
24-01-2018 / SIR CHOTU RAM JAYANTI
25-01-2018 / continue equations reducible to Bessel's equation
26-01-2018 / REPUBLIC DAY
27-01-2018 / Orthogonality relation of Bessel's function
28-01-2018 / SUNDAY
29-01-2018 / Chapter 3- Legendre's equation
30-01-2018 / Rodrigue's Formula
31-01-2018 / GURU RAVIDAS BIRTHDAY
LESSON PLAN
Date / Topics01-02-2018 / Generating function for Pn(x)
02-02-2018 / Examples based on Rodrigue's formula
03-02-2018 / Continue Examples based on Rodrigue's formula
04-02-2018 / SUNDAY
05-02-2018 / Continue Examples based on Rodrigue's formula
06-02-2018 / Continue Examples based on Rodrigue's formula
07-02-2018 / Recurrence relations
08-02-2018 / Orthogonality of legendre polynomial
09-02-2018 / Continue orthogonality of legendre polynomial
10-02-2018 / MAHARSHI DAYANAND SARASWATI JAYANTI
11-02-2018 / SUNDAY
12-02-2018 / Discussion regarding problems
13-02-2018 / MAHA SHIVRATRI
14-02-2018 / Chapter 4: Hermite's equation, solution of Hermite's equation
15-02-2018 / Generating function for Hermite's polynomial
16-02-2018 / Derivation of Hermite's polynomial from Rodrigue's formula
LESSON PLAN
Date / Particulars17-02-2018 / Recurrence relations
18-02-2018 / SUNDAY
19-02-2018 / Examples
20-02-2018 / Examples continue
21-02-2018 / Examples continue
22-02-2018 / Orthogonal property of Hermite's polynomial
23-02-2018 / Examples
24-02-2018 / chapter 5 : Laplace transformation, Laplace transformation of some elementary functions
25-02-2018 / SUNDAY
26-02-2018 / linear property of Laplace transform, Examples
27-02-2018 / First shifting property and some standard results
28-02-2018 / VACATION
LESSON PLAN
Date / Topics01-03-2018 / GURU RAVIDAS BIRTHDAY
02-03-2018 / HOLI
03-03-2018 / VACATION
04-03-2018 / SUNDAY
05-03-2018 / Test of chapter 3
06-03-2018 / Piece-wise continuity of a function in an interval, unit step function, second shifting property
07-03-2018 / Examples
08-03-2018 / Laplace transforms of derivatives
09-03-2018 / Examples
10-03-2018 / Examples continue
11-03-2018 / SUNDAY
12-03-2018 / Examples continue
13-03-2018 / Laplace transforms of some important functions
14-03-2018 / Discussion regarding problems
15-03-2018 / Chapter 6: inverse Laplace transforms
16-03-2018 / Examples
LESSON PLAN
Date / Particulars17-03-2018 / Examples continue
18-03-2018 / SUNDAY
19-03-2018 / Other methods for finding inverse transforms
20-03-2018 / Examples
21-03-2018 / Example continue
22-03-2018 / Convolution theorem
23-03-2018 / SHAHEEDI DIWAS OF BHAGAT SINGH, RAJGURU & SUKHDEV
24-03-2018 / chapter 7 : Application of Laplace transformation to integral equations
25-03-2018 / SUNDAY/ RAM NAVMI
26-03-2018 / Examples
27-03-2018 / Chapter 8 : solution of differential equations by Laplace transformation
28-03-2018 / Examples
29-03-2018 / MAHAVIR JAYANTI
30-03-2018 / solution of simultaneous linear equations with constant coefficients by Transform method
31-03-2018 / Discussion regarding problems
LESSON PLAN
Date / Topics01-04-2018 / SUNDAY
02-04-2018 / Chapter 9 :Fourier transforms, properties of Fourier transforms
03-04-2018 / Shifting property, modulation property, Examples
04-04-2018 / some examples based on Fourier sine and cosine transforms
05-04-2018 / Examples continue
06-04-2018 / Examples based on the use of Inverse Transforms
07-04-2018 / Examples continue
08-04-2018 / SUNDAY
09-04-2018 / Convolution theorem for Fourier Transform
10-04-2018 / Parseval's identity for Fourier Transform
11-04-2018 / The finite sine and cosine transform
12-04-2018 / Discussion regarding problems
13-04-2018 / Chapter 10 : Solution of differential equations by Fourier transforms
14-04-2018 / DR AMBEDKAR JAYANTI / VAISAKHI
15-04-2018 / SUNDAY
16-04-2018 / Test of chapter 4
LESSON PLAN
Date / Particulars17-04-2018 / Examples on solution of differential equations by fourier transforms
18-04-2018 / PARASHURAMA JAYANTI
19-04-2018 / Examples continue
20-04-2018 / Discussion regarding problems
21-04-2018 / Revision
22-04-2018 / SUNDAY
23-04-2018 / Test of chapter 5
24-04-208 / Revision
25-04-2018 / Revision
26-04-2018 / Test of chapter 6
27-04-2018 / Revision
28-04-2018 / Revision
29-04-2018 / Revision
30-04-2018 / Revision
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