14:19
ex 7.1 (ex 1 and 2 )ch 7 maximum and minimum of a function of two variables
18:20
ex 7.2 (examples 1 and 2)
14:37
ex 7.2 example 3and 4 (Lagrange method of multiplier)
17:04
lecture 3 (examples 6 and 7)
04:38
proof of schwaraz's theorem
18:14
ex 13 -15 (ex 5.3 partial differentiation)
13:26
ex 9-12(ex 5.3 partial differentiation)
31:19
examples 1-8(ex 5.3) ch 5 partial differentiation
14:48
lec 2 (ch 4 limit and continuity of a function of two variables)
20:40
lec 1 ch 4( limit and continuity of a function of two variables )
03:39
ex 8.4 (ch 8 total differential equations)
14:45
ex 8.3 (method of homogeneous equations)
13:29
ex 8.2 (ch 8 -total differential equation)
16:52
ex 8.1 total differential equations
08:26
method of undetermined coefficients
15:22
ex 1.7 (ch 1 power series)
26:00
ex 1.6 (chapter 1 power series)
24:59
ex 1.5 (ch 1 power series)
15:06
ex 5 and 6( ex 1.4) ch 1power series
23:08
ex 1.4 (examples 1-2)
22:29
ex 1.4 (examples 3;4) ch1 power series
23:15
ex 1.3 (ch 1 power series)
08:47
ex 1.2 (ch 1-power series)
12:19
ex 1.1 (ch -power series)
15:28
ex 3.3 (ch 3 indeterminate form)
19:51
ex 3.2 (ch 3 indeterminate form)
24:13
ex 3.1 (ch 3-indeterminate forms)
22:58
ex 5.4 Taylor theorem in two variables
26:36
ex 5.2 examples question on homogeneous function
12:01
ex 5.2 introduction
26:17
ex 5 -12 ex 5.1 (ch 5 partial differentiation)
28:48
ex 5.1 introduction and examples 1-5 (ch 5 partial differentiation)
12:29
ex 4 to 7 ex 2.5 Taylor's theorem with Lagrange and cauchy form of remainder
16:56
example 1; 2; 3 of ex 2.5 Taylor's theorem with Lagrange and cauchy form of remainder
16:59
cauchy mean value theorem proof and examples
22:22
lec 4 (laguerre polynomial)solved examples 4-10
20:01
lec 7 (ch 4 hermites equation)
23:24
lec 6 (solved examples 5-9 ch hermites equation)
17:07
lec 5 (solved examples of hermites equations)
21:43
lec 4 (ch hermites equation)
09:42
lec 3 (ch 4 hermites equation)
17:10
lec 2 (ch 4 hermites equation)
15:24
lec 1 solution of hermites eq and hermites polynomial (ch 4)
11:49
lec -9 lapalace integral of legendary eq
21:37
lec4 solved examples 4 -8 ex 3.1
29:48
lec 6(recurrence relations of legendary equation )ex 3.2
10:18
lec 8 solved examples (4-6)on orthogonality of legendary polynomial
23:02
lec 7orthogonality of legendary polynomial and questions
31:03
lecture 3 (derivation of generating function and solved examples)
07:19
lec :2 derivation of legendary polynomial from Rodrigues formula
30:46
question of Lagrange mean value theorem lecture 1
36:47
lec: 1 ch 3 legendre eq (solution of legendre's equations and Rodrigues formula)
21:15
ch 11, introduction to formulaes
08:32
gregory series ex 11.4
18:40
ex 11.3 (ch 11-inverse circular and hyperbolic functions)
15:58
ex 11.2
26:27
ex 11.1 examples
27:19
ex 10.2( ch 10 logarithm of a complex quantity)
11:38
examples ex 10.1(ch 10 logarithm of a complex quantity)
25:59
ex 9.1(ch 9 hyperbolic functions)
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