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Explore the Back-StoryTry this problem from IIT JAM 2017 exam (Problem 58) and know how to evaluate Eigen value of a Matrix.

Let be the eigenvalues of the matrix

Then find the value of

**Linear Algebra**

**Matrix**

**Eigen Values**

Answer:

IIT JAM 2017 , Problem 58

**Characteristic Equation **of a matrix of order is defined by , where is scalar and is the identity matrix of order .

The roots of the characteristic equation are called the **Eigen Values **of that matrix.

Now it is easy. Give it a try.

Let

Then its characteristic equation is for some scalar and the identity matrix of order

i.e.,

Then the eigen values are :

Then, **[ANS]**

- https://www.cheenta.com/limit-of-a-function-iit-jam-2017-problem-8/
- https://www.youtube.com/watch?v=oUyHFKVB9IY

Try this problem from IIT JAM 2017 exam (Problem 58) and know how to evaluate Eigen value of a Matrix.

Let be the eigenvalues of the matrix

Then find the value of

**Linear Algebra**

**Matrix**

**Eigen Values**

Answer:

IIT JAM 2017 , Problem 58

**Characteristic Equation **of a matrix of order is defined by , where is scalar and is the identity matrix of order .

The roots of the characteristic equation are called the **Eigen Values **of that matrix.

Now it is easy. Give it a try.

Let

Then its characteristic equation is for some scalar and the identity matrix of order

i.e.,

Then the eigen values are :

Then, **[ANS]**

- https://www.cheenta.com/limit-of-a-function-iit-jam-2017-problem-8/
- https://www.youtube.com/watch?v=oUyHFKVB9IY

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