Learn to solve all types of Matrices in the correct way

If you see a matrix for the first time, you may be confused about what it represents. But, with clarity about it, you will love how it makes calculations simpler and easy to present complex information.

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Top things to learn under matrices from the online tutor:

Here are the most common and important topics related to matrices:

• What are Matrices
• Types of Matrices
• Matrix Operations
• Determinants of Matrices
• Transformations & Matrices
• The rank of a Matrix
• Linear Equation and application of Matrices
• Matrix calculator

Question 1: How to multiply matrices?
Matrices can be defined as the array of numbers. Multiplication of matrices by a number can be done by multiplying each element of matrices by that number.

And multiplication of a matrix by another matrix can only be done if the order of the column of the first matrix is equal to the order of the row of the second matrix, and the product of these matrices would be their dot product of row and column.

The dot product of row and column means that we multiply the matching members and then we sum up. For example, the first element of the product matrices would be the sum of the multiplication of matching members of the first row of the first matrix and the first column of the second matrix.

Question 2: How to add matrices?
We can add the matrices only if their order is the same. To add the matrices of the same order, we need to add their corresponding elements.

Question 3: How to solve matrices?
Matrices can be solved by performing operations like inverse, addition, multiplication, subtraction, etc.

Question 4: How to do matrices?
We can multiply matrices by a constant, we can multiply matrices of the specific order, addition and subtraction of matrices can be done with the matrice having similar order. Finding the inverse of the matrix and transpose of the matrix can also be done.

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