FIND THE RANK OF THE MATRIX BY ROW REDUCTION METHOD

Subscribe to our ▶️ YouTube channel 🔴 for the latest videos, updates, and tips.

Question 1 :

Solution :

R2 -> R2 - 2R1

R3 -> R3 - 5R1

The number of non zero rows are 2. Hence the rank of the above matrix is 2.

Question 2 :

Solution :

By dividing R2 by -7, we get 

Hence the rank of the given matrix are 3.

Question 3 :

Solution :

Find Rank of Matrix With Gauss Jordan Method

Question 1 :

Find the inverse of each of the following by Gauss-Jordan method

Solution :

Now let us the multiply the second row by 2.

Question 2 :

Solution : 

Question 3 :

Solution :

By multiplying the second and third row by negative sign, we get the inverse matrix.

Subscribe to our ▶️ YouTube channel 🔴 for the latest videos, updates, and tips.

Kindly mail your feedback to v4formath@gmail.com

We always appreciate your feedback.

About Us  |  Contact Us  |  Privacy Policy

©All rights reserved. onlinemath4all.com

onlinemath4all_official_badge1.png

Recent Articles

  1. SAT Math Practice Hard Questions

    Feb 16, 26 08:56 AM

    digitalsatmath393.png
    SAT Math Practice Hard Questions

    Read More

  2. SAT Math Preparation with Hard Questions

    Feb 16, 26 08:15 AM

    SAT Math Preparation with Hard Questions

    Read More

  3. SAT Math Practice Problems with Answers

    Feb 16, 26 07:53 AM

    digitalsatmath368.png
    SAT Math Practice Problems with Answers

    Read More