FRIENDS ACADEMY
We, the channel friends academy are here to guide you and to support you all in your studies.
We are Here To Provide you the Best Content available with us through an online platform including Mathematics, biology and physics of secondary and higher secondary as well as for engineers.
This Channel is Specially Made For the Students Who all are Pursuing their Education Through Maharashtra Board(SSC board) and Engineering from any Institute.
Join our channel and Feel The Difference.
Your Likes And Comments are the Most Valuable thing you can shared with us.
The Faculties on the channel are.
👉🏻 Ashish Gupta (AG sir)
•Diploma In Electronics Engineering -MSBTE-SAKP
• Bachelor In Electronics and Telecommunications Engineering - Mumbai University -SAKEC
•Teaching Experience 8+ Years
👉🏻 Ms.Savita Shahu
•Bsc In Nursing
• Working As Nursing Officer In highly reputed Hospital In Mumbai, Maharashtra.
•Teaching Experience 3+ Years.
Newton Raphson Method | N-R Method | Engineering Mathematics | Solve Cubic, Log & Trigonometric Eqn.
Regula Falsi Method | False Position Method |Numerical Solutions of Non Linear & Transcendental Eqn.
Gauss Jacobi's Iterative Methods and Seidal Iterative Method | Numerical Solutions | Lecture 01
Lec 05 Numericals on Homogeneous Functions & Euler’s Theorem (First and Second Order) | Part 02 |
Lec 04 Numericals on Homogeneous Functions & Euler’s Theorem (First and Second Order) | Part 01 |
Lec 03.Prove that if z is a Homogeneous function of x and y of degree n then prove |Homogenous Funct
Lec 02.State and Prove Euler's Theorem on Homogeneous function |Numericals| Engineering Mathematics
Lec 01.Homogeneous Functions & Euler’s Theorem | Engineering Mathematics |
Lec 13.Partial Differentiation| Partial Differentiation of Composite Functions|(Part 5)
Lec 12.Partial Differentiation| Partial Differentiation of Composite Functions|(Part 4)
Lec 11.Partial Differentiation| Partial Differentiation of Composite Functions|(Part 3)
Lec 10.Partial Differentiation| Partial Differentiation of Composite Functions|(Part 2)
Lec 09.Partial Differentiation| Partial Differentiation of Composite Functions|(Part 1)
Lecture 06.Chapter 4.Financial Planning| Practice set 4.2| Q6 and Q7 | Class 10th Maharashtra Board
Lec 08.Partial Differentiation|Numericals on Partial Differentiation|Engineering Mathematics(Part 7)
Lec 07.Partial Differentiation|Numericals on Partial Differentiation|Engineering Mathematics(Part 6)
Lec 06.Partial Differentiation|Numericals on Partial Differentiation|Engineering Mathematics(Part 5)
Lec 05.Partial Differentiation|Numericals on Partial Differentiation|Engineering Mathematics(Part 4)
Lec 04.Partial Differentiation|Numericals on Partial Differentiation|Engineering Mathematics(Part 3)
Lec 03.Partial Differentiation|Numericals on Partial Differentiation|Engineering Mathematics(Part 2)
Lec 02.Partial Differentiation|Numericals on Partial Differentiation|Engineering Mathematics(Part 1)
Lec 01.Partial Differentiation| Revision of Class 12th Formulas| Engineering Mathematics | AG sir
Lecture 05.Chapter 4.Financial Planning| Practice set 4.2| Q1 to Q5 | Class 10th Maharashtra Board
Lecture 04.Chapter 4.Financial Planning| Basic of Practice set 4.2|Gst Trading Chain|SSC | MH Board
Lecture 03.Chapter 4.Financial Planning| Practice set 4.1|Q5 ,Q6 and Q7 |Class 10 Maharashtra Board
Lecture 02.Chapter 4.Financial Planning | Practice set 4.1_Q1 to Q4 | Class 10th Maharashtra Board
Lecture 01.Chapter 4.Financial Planning| Introduction To Gst| Class 10th Maharashtra board | AG Sir
Lecture 14.Matrices | For what Value of λ,the following Equation possess a Non Trivial Solutions.
Lecture 13.Matrices | Homogenous Linear Equations |Trivial and Non Trivial Solutions|FY engineering
Lecture 12.Investigate For What Value of λ and μ the Equation have No, Unique and Infinite Solution.