What you'll learn
After Completion of this Course, Students will get complete knowledge of Engineering Maths III, based on syllabus of IoE and will be able to secure good score in IoE exam.
Course Curriculum
6 Sections • 146 Lectures
Free Preview Available: Watch "1. Marking Scheme.mp4" before enrolling.
1. Marking Scheme.mp4
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00:03:51
Algebra of matrices|1.Ex-3- Q.N.1-i & vi.mp4
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00:03:22
Algebra of matrices|2.Ex.-3-Q.N.6.mp4
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00:03:03
Algebra of matrices|3.Ex. Q.N.9 & 16.mp4
00:04:20
Algebra of matrices|4.Algebra of matrices- Exercise-3-Q.N.15.mp4
00:01:30
Algebra of matrices|5.Ex-3- Q.N.19.mp4
00:03:42
Cayley- Hamilton Theorem|1.Cayley Hamilton Theorem- Eigen values & Eigen vectors.mp4
00:04:05
Cayley- Hamilton Theorem|2.Exercise-6- Q.N.1- i & iv.mp4
00:09:57
Cayley- Hamilton Theorem|3.Exercise-6-Q.N.2.mp4
00:03:06
Cayley- Hamilton Theorem|4.Caley Hamilton Th- Exercise-6- Q.N.3.mp4
00:02:55
Cayley- Hamilton Theorem|5.Exercise-6- Q.N.7-iii.mp4
00:14:34
Cayley- Hamilton Theorem|6.Caley Hamilton Th- Exercise-6-Q.N.7-vii.mp4
00:10:16
Cayley- Hamilton Theorem|7.Exercise-6-Q.N.7-xi.mp4
00:08:45
Cayley- Hamilton Theorem|8.Exercise-6-Q.N.8-ii.mp4
00:10:34
Cayley- Hamilton Theorem|9.Exercise-6-Q.N.8-iv.mp4
00:06:38
Cayley- Hamilton Theorem|10.Caley Hamilton Th- Exercise-6-Q.N.10-v.mp4
00:09:28
Cayley- Hamilton Theorem|11.Exercise-6- Q.N.10- i.mp4
00:09:25
Rank of matrices|1.Rank of matrix.mp4
00:04:46
Rank of matrices|2.Exercise-5- Q.N.1;4 &6.mp4
00:10:21
Rank of matrices|3.Exercise-5- Q.N.8.mp4
00:06:28
Rank of matrices|4.Exercise-5- Q.N.14.mp4
00:06:15
Rank of matrices|5.Exercise-5- Q.N.16.mp4
00:02:53
Rank of matrices|6.Exercise-5- Q.N.17.mp4
00:07:31
Rank of matrices|7.Exercise-5-Q.n.19.mp4
00:03:40
Rank of matrices|8.Exercise-5-Q.N.20-ii.mp4
00:03:23
Rank of matrices|9.Exercise-5- Q.N.20-ix.mp4
00:04:34
Rank of matrices|10.Rank of matrix- Example-8.mp4
00:07:06
Solutions of system of Linear Equation|1.Ex-2- Q.N.1-i.mp4
00:06:23
Solutions of system of Linear Equation|2.Ex-2-QN.-x.mp4
00:05:13
Solutions of system of Linear Equation|3.Ex-2-QN.1-xvi.mp4
00:03:45
Solutions of system of Linear Equation|4.Ex-2-Q.N.3.mp4
00:04:10
Special types of matrices|1.Special types of matrices- Theorem 1.mp4
00:09:02
Special types of matrices|2.Theorems-2 & 3.mp4
00:09:02
Special types of matrices|3.Theorem-4.mp4
00:03:40
Special types of matrices|4.Special type of matrix- Theorem-5- Proof.mp4
00:03:54
Special types of matrices|5.Exercise-4- Q.N.1.mp4
00:04:00
Special types of matrices|6.Special type of Matrix- Exercise-4-Q.N.-9-ii.mp4
00:04:36
Special types of matrices|7.Exercise-4-QN-10.mp4
00:03:48
Special types of matrices|8.Exercise-4- Q.N.13 & 15.mp4
00:04:19
Special types of matrices|9.Exercise-4- Q.N.17.mp4
00:03:56
The Properties Of Determinants|1.Determinants And Matrices- Properties of Determinant.mp4
00:05:17
The Properties Of Determinants|2.Ex-1 Q.N.1i and 2i.mp4
00:13:02
The Properties Of Determinants|4.Ex.1- Q.N.7 &10.mp4
00:14:16
The Properties Of Determinants|5.Ex.1- Q.N.15 & 18.mp4
00:06:14
The Properties Of Determinants|6.Properties of Det- Exercise-1- Q.N.16.mp4
00:08:58
The Properties Of Determinants|7.Ex-1- Q.N.20.mp4
00:06:19
The Properties Of Determinants|8.Ex.-1- Q.N.22.mp4
00:04:25
The Properties Of Determinants|9.Ex-1- Q.N.24.mp4
00:05:00
The Properties Of Determinants|10.Ex.-1- Q.N.27.mp4
00:04:28
The Properties Of Determinants|11.Ex-1- Q.N.30.mp4
00:06:38
The Properties Of Determinants|12.Example-1- BE-Question & Answer.mp4
00:06:55
The Properties Of Determinants|13.Example-2- BE-Question & Answer.mp4
00:04:05
The Properties Of Determinants|14.Properties of Determinant- Example-10.mp4
00:06:36
The Properties Of Determinants|15.Properties of det.- Example-17.mp4
00:06:32
The Properties Of Determinants|16.Properties of Det.- Example-19.mp4
00:07:29
The Properties Of Determinants|The Properties Of Determinants|3.Ex-1- Q.N.5 &6.mp4
00:05:47
Integral Transformation Theorems|1.Greeen & Stokes Theorem- Statements.mp4
00:03:42
Integral Transformation Theorems|2.Exercise-9- Q.N.1.mp4
00:09:12
Integral Transformation Theorems|3.Integral transformation Theorem -Exercise-9-Q.N.-7.mp4
00:06:45
Integral Transformation Theorems|4.Integral Transformation Th- Exercise-9-Q.n.-9-iii.mp4
00:04:45
Integral Transformation Theorems|5.Integral Transformation Th- Exercise-9-Q.N.14.mp4
00:08:34
Integral Transformation Theorems|6.Integral Transformation Th- Exercise-9- Q.N.15-ii.mp4
00:05:05
Integral Transformation Theorems|7.Exercise-9- Q.N.12.mp4
00:11:31
Integral Transformation Theorems|8.Example-1- BE Question & solution.mp4
00:12:09
Integral Transformation Theorems|9.Example-2- BE Question & Answer.mp4
00:06:25
Line Integral & Definition|1. Line surface & Volume Integrals- definitions.mp4
00:03:07
Line Integral & Definition|2.Exercise-7-Q.N.1-Vii.mp4
00:10:10
Line Integral & Definition|3.Exercise-7-Q.N.6.mp4
00:06:01
Line Integral & Definition|4.Exercise-7-Q.N.7.mp4
00:05:06
Line Integral & Definition|5.Line Integral- Example-7-i.mp4
00:06:15
Line Integral & Definition|6.Line Integral- Exercise-7- Q.N.2i, 4 & 9.mp4
00:15:51
Line Integral & Definition|7.Example-BE Exam-Question& Answer.mp4
00:06:14
Surface Integrals|1.Surface Integral- Introduction.mp4
00:03:11
Surface Integrals|2.Exercise-8-Q.N.2.mp4
00:08:25
Surface Integrals|3.Exercise-8- Q.N.3-ii.mp4
00:09:13
Surface Integrals|4.Exercise-8-Q.N.4.mp4
00:08:14
Surface Integrals|5. Exercise-8- Q.N.8.mp4
00:12:22
Volume Integral|1.Volume Integral & Exercise-10-Q.N.1.mp4
00:05:19
Volume Integral|2.Exercise-10-Q.N.2.mp4
00:09:56
Volume Integral|3.Exercise-10-Q.N.4-vi.mp4
00:02:14
Volume Integral|4.Exercise-10-Q.N.5.mp4
00:10:12
Volume Integral|5.Exercise-10- Q.N.8.mp4
00:05:46
Volume Integral|6.Exercise-10-Q.N.9.mp4
00:06:05
Volume Integral|7.Exercise-10- Q.N.10.mp4
00:16:18
Volume Integral|8.Exmaple-BE Question &Answer.mp4
00:05:06
Volume Integral|9.Example-5.mp4
00:13:58
Application of Laplace Transform|1.Exercise-14-Q.N.4.mp4
00:06:33
Application of Laplace Transform|2.Exercise-14-Q.N.10.mp4
00:09:50
Application of Laplace Transform|3.Exercise-14-Q.N.12.mp4
00:09:25
Application of Laplace Transform|4.Exercise-14- Q.N.16.mp4
00:04:54
Application of Laplace Transform|5.Example-6.mp4
00:07:41
Application of Laplace Transform|6.Example-7.mp4
00:06:20
Application of Laplace Transform|7.Example-8.mp4
00:07:43
Definition & Introduction|1.Laplace Transforms- Definition & Formulae.mp4
00:07:18
Definition & Introduction|2.Exercise-11- Q.N-1- i,vi &viii.mp4
00:08:53
Definition & Introduction|3.Exercise-11- Q.N.-1- xi & xv.mp4
00:04:47
Definition & Introduction|4.Exercise-11-Q.N.-2- vi,vii & ix.mp4
00:10:28
Definition & Introduction|5.Exercise-11-Q.N.2.xii & xiii.mp4
00:06:58
Definition & Introduction|6.Exercise-11- Q.N.2-xv & xvi.mp4
00:04:33
Definition & Introduction|7.Exercise-11-Q.N.2-xvii.mp4
00:05:18
Definition & Introduction|8.Ex-11-Q.N.3.-ii & iii.mp4
00:07:19
Definition & Introduction|9.Exeecise-11-Q.N.3i & Q.N.4-i.mp4
00:05:33
Definition & Introduction|10.Exercise-11-Q.N.7.i.mp4
00:03:19
Definition & Introduction|11.Example-2-ii & 3-a) & b).mp4
00:10:42
Definition & Introduction|12.Example-4-i,ii & iii.mp4
00:08:43
Definition & Introduction|13.Example-5-i & ii.mp4
00:04:16
Inverse Laplace Transform|1.Inverse Laplace transform.mp4
00:04:22
Inverse Laplace Transform|2.Exercise-12-Q.N.1,6 &7.mp4
00:11:00
Inverse Laplace Transform|3.Exercise-12-Q.N.11,17,& 24.mp4
00:15:17
Inverse Laplace Transform|4.Exercise-12-Q.N.31 &32.mp4
00:08:59
Inverse Laplace Transform|5.Example-2-i & ii.mp4
00:02:45
Inverse Laplace Transform|6.Example-4-ii.mp4
00:07:53
Theorems on Inverse L.T|1.Theorems On Inverse L.T. And Exercise-13-Q.N.1 &7.mp4
00:09:21
Theorems on Inverse L.T|2.Exercise-13-Q.N.11, 18 & 19.mp4
00:12:14
Theorems on Inverse L.T|3.Exercise-13- Q.N.25 &28.mp4
00:08:29
Theorems on Inverse L.T|4.Exercise-13-Q.N.26.mp4
00:04:38
Theorems on Inverse L.T|5.Exercise-13-Q.N.30.mp4
00:03:01
Theorems on Inverse L.T|6.Example-2-iii & 3-i & 4-ii.mp4
00:11:34
1.LPP- Introduction & Definitions.mp4
00:08:55
2.Exercise-15-Q.N.2.i.mp4
00:08:11
3.LPP- Ex-15-Q.N.3-i.mp4
00:09:53
4.Exercise-15-Q.N.3-iv.mp4
00:08:16
5.Exercise-15-Q.N.3-xii.mp4
00:11:39
6.Exercise-16- Q.N.2-i.mp4
00:14:01
7.Exercise-16-Q.N.3-ii.mp4
00:19:22
8.Exercise-16-Q.n.4-i.mp4
00:16:09
9.Example-4-(a)- LPP.mp4
00:08:14
10.Example-4-(b)-LPP.mp4
00:14:23
11.Example-8 -LPP.mp4
00:12:50
1.Fourier Series- Formulae.mp4
00:07:51
2.Exercise-17- Q.N.1.mp4
00:16:46
3.Exercise-17- Q.N.4.mp4
00:09:08
4.Exercise-17-Q.N.6.mp4
00:08:05
5.Exercise-17- Q.N.15.mp4
00:12:06
6.Exercise-17- Q.N.17.mp4
00:12:58
7.Fourier Series-Half range Fourier Series- Formulae.mp4
00:05:57
8.Exercise-18-Q.N.2.mp4
00:09:54
9.Exercise-18-Q.N.6.mp4
00:08:37
10.Exercise-18-Q.N.10.mp4
00:06:39
11.Exercise-18- Q.N.14.mp4
00:04:54
12.Exercise-18-Q.N.15.mp4
00:07:21
13.Example-1- BE Question & Answer.mp4
00:05:00
14.Example-2- BE- Question & Answer.mp4
00:08:03
15.Example-2- Fourier Series.mp4
00:11:29
16.Example-5- Half Range Fourier Series.mp4
00:09:01
17.Example-8- Half Range Fourier Series.mp4
00:05:08
Requirements
- Students are required to have knowledge of Engineering Maths III, based on syllabus of IoE
Course Description
Engineering Mathematics III
Instructor
M
Mero School Academic Team
Senior Academic Instructor • Mero School E-Learning
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