Engineering Maths 1 [RTU]
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This series is completely for beginners if you don’t know the basics its completely fine then also you can easy learn from this series and understand the complex concept of math’s 2 in a easy way
- Differential Equations of the First Order and First Degree
- Linear Differential Equation with Constant Coefficient and Variable Coefficients of Higher Order
- Numerical Solution Of Ordinary Differential Equation
- Beta Gamma Functions
- Differentiation Under Integral Sign, Numerical Integration and Rectification
- Double Integration
- How to pass Math’s 2
- Notes
Branches Covered ( Comps , Mechanical , Civil , EXTC , Electrical , Electronics )
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Course Features
- Lectures 29
- Quiz 0
- Duration 26 weeks
- Skill level All levels
- Students 0
- Assessments Yes
Curriculum
- 6 Sections
- 29 Lessons
- 26 Weeks
- Beta Gamma Functions8
- 1.1Beta Function and its Properties Type 19 Minutes
- 1.2Beta Function Type 2 & 37 Minutes
- 1.3Beta Function Type 5 & 67 Minutes
- 1.4Miscellaneous Beta in Beta Function7 Minutes
- 1.5Gamma Function Basics & Properties8 Minutes
- 1.6Gamma Function Type 29 Minutes
- 1.7Gamma Function Type 38 Minutes
- 1.8Gamma Function Type 4 & Miscellaneous7 Minutes
- Fourier Series8
- 2.1Introduction to Fourier series23 Minutes
- 2.2Fourier Series solved example31 Minutes
- 2.3Even and Odd theory concept in Fourier Series13 Minutes
- 2.4Even Solved Example24 Minutes
- 2.5Odd solved Example13 Minutes
- 2.6Half range cosine and sine Theory Concept3 Minutes
- 2.7Half range cosine solved example17 Minutes
- 2.8Half range sine Solved example12 Minutes
- Multiple Calculus9
- 3.1Introduction of Partial Differentiation10 Minutes
- 3.2Example of Function of Function12 Minutes
- 3.3Variable Treated As Constant10 Minutes
- 3.4Composite Function12 Minutes
- 3.5Composite Function Example
- 3.6Implicit Function7 Minutes
- 3.7Homogeneous Function (Eulers Theorem)
- 3.8Reducible To Homogeneous Function (Euler’s Modified Theorem)16 Minutes
- 3.9Maxima and Minima16 Minutes
- Double Integration3
- How to pass Maths 21
- Notes0