Kya issme first shifting theorem lag sakti hai?

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Hii brother

Find out the inverse of the matrix C C = [[3, - 3, 4], [2, - 3, 4], [0, - 1, 1]] Also find out non-singular matrix P & Q such that PCQ = I, where I is identity matrix. Verify that C ^ - 1 = QP Sir is question mai bhi mai ye problem face kar raha hu can it's possible sir tell me

Sir maine aapse different operations lagye the tho merk p and Q aapse aalag aa rahe hai ye possible hai kya

Sir app kon sa use krte hain aap?? For laptop and phn

App ka nam ya link bta do bhaiya

In this Video, we will learn: 00:00 Deduction of Reduction Formula of Integration under limits from 0 to π/2 of cos^n(x) with respect to x [definite Integral] 01:00 Reduction Formula of Integration of cos^n(x) 01:27 What is the need of Reduction Formula 02:08 Integration of cos^nx by the help of Integration by Parts 02:21 Explanation of ILATE Integration 02:31 Full form of ILATE 02:41 How to apply Integration by Parts 05:22 Integration of cosx with respect to x 09:00 Result : Proof of Reduction Formula of Integration under limits from 0 to π/2 of cos^nx with respect to x [definite Integral] 09:46 Reduction Formula of Integration of sin^nx when n is Odd 14:00 Reduction Formula of Integration of sin^nx when n is Even

In this Video, we will learn: 00:00 Deduction of Reduction Formula of Integration of cos^n(x) with respect to x [Indefinite Integral] 01:00 Reduction Formula of Integration of cos^n(x) 01:42 What is the need of Reduction Formula 02:40 Integration of cos^nx by the help of Integration by Parts 02:50 Explanation of ILATE Integration 03:00 Full form of ILATE 03:10 How to apply Integration by Parts 04:45 Integration of cosx with respect to x 07:14 Result : Proof of Reduction Formula of Integration of cos^nx with respect to x [Indefinite Integral]

In this Video, we will learn: 00:00 Verify that the Matrix A satisfies its own characteristic Equation. Is it true for every square matrix? Stare the theorem that applies Here. 00:40 Statement of Cayley Hamilton Theorem 00:51 Is Cayley Hamilton Theorem true for every square matrix? 01:20 Equate Characteristic Equation in Determinant form equals to Zero. 01:42 What is Characteristic Matrix 02:20 |A-λI|=0 03:59 Difference between Characteristic Polynomial and Characteristic Equation 04:35 Square matrix Satisfies its own characteristic Equation 07:00 Conclusion: Verify that the Matrix A satisfies its own characteristic Equation

In this Video, we will learn: 00:00 If y = (sin^(-1)x)^2 then prove that (1-x^2)Y2-xY1-2=0 02:00 Differentiation of y=(sin^(-1)x)^2 05:34 Prove that (1-X^2)Yn+2-(2n+1)XYn+1-n^2Yn=0 06:20 Trick to solve Questions Based on Leibnitz's Theorem 06:30 What is the need of LEIBNITZ'S Theorem 06:42 Formula of LEIBNITZ'S Theorem and trick to learn LEIBNITZ'S Theorem 08:10 How to Apply formula of LEIBNITZ'S theorem 08:40 How to apply LEIBNITZ'S Theorem 11:50 Formula of Combination 14:58 Find the value of Nth Derivative of y for x=0 17:00 Find the value of Nth Derivative of y for x=0 when n=Odd number 20:33 Find the value of Nth Derivative of y for x=0 when n=Even number

In this Video, we will learn: 00:00 Diagonalization Matrix 00:25 Possible types of Questions in Diagonalization Matrix 01:37 Definition of Diagonalization Matrix 01:47 Definition of Diagonal Matrix 02:25 Property of Similar Matrices 03:06 Formula of Diagonalization Matrix 03:33 Question 1 - Find Diagonalizing Matrix or Modal Matrix 03:43 Definition of Modal Matrix 04:19 Finding Eigen Values for Diagonalization Matrix 07:50 Eigen Vectors corresponding to the Eigen Value -1 10:34 What is the importance of linearly independent solution in Eigen Vectors 13:30 Eigen Vectors corresponding to the Eigen Value 3 17:10 How to find Modal Matrix or Diagonalization Matrix 17:35 What is the meaning of Invertible Matrix 18:56 Question 2- Find the Diagonal Form in Diagonalization Matrix 20:53 Question 3- Show that the Matrix A is Diagonalizable

Gazab ka samjhaya bhai. Maza aa gya. Koi bhi samajh sakta he. I am student of btech 1st year.

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Quit and do something else

Bhai aap kahan se padh rahe hain rws hai ya career will se please batao na ham to rws se padh raha hun Nayak batch se careerwill per pade

Galat kiye ho y1

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In this Video, we will learn: 00:00 If u=e^(xyz) then find the value of ∂³u/∂x∂y∂z 00:25 Partial Differentiation of e^(xyz) with respect to z, treating x & y as constants 01:40 Partial Differentiation of xye^(xyz) with respect to y, treating x & z as constants 03:46 Partial Differentiation of [x+yzx^2]e^(xyz) with respect to x, treating y & z as constants 05:00 Answer of : If u=e^(xyz) then find the value of ∂³u/∂x∂y∂z

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