# Rama  ## Scalar Multiplication of a Matrix – Definition, Properties, Examples | How to Multiply Scalar by Matrix?

Scalar Multiplication of a Matrix will define the output of a matrix when it is multiplied by a scalar. The Multiplication of matrices by a scalar is nothing but multiplying a matrix with real numbers. The real number is multiplied by every element of the matrix. In other words, the entire matrix is multiplied by …

## Negative of a Matrix – Definition, Properties, Examples | How to Find Negative of Matrix?

A negative of a Matrix is a real or integer matrix that consists of all the elements as negative. Negative matrices are the subset of nonpositive matrices. We can get a negative of a matrix by multiplying the required matrix by −1. The negative matrix element is a negative number i.e, aij<0 for all i, … ## Problems on Remainder Theorem | Remainder Theorem Practice Questions

When you divide one polynomial by another the process will be very long, so we can avoid this long division method by providing certain rules using the Remainder Theorem. We will learn about how to solve the problems using the 10th Grade Math Concept Remainder Theorem in this article. In the case of divisibility of … ## Subtraction of Two Matrices – Definition, Conditions, Properties | How to Subtract Two Matrices?

Subtraction of Two Matrices is subtracting two matrices having the same order. The order must be the same for the two matrices. If the first matrix in the subtraction is 2 × 2, then the second matrix order must also be 2 × 2. The subtraction of matrices has different properties. Learn the entire article … ## Remainder Theorem – Definition, Formula, Proof, Examples | How to Use Remainder Theorem?

In this article, you will learn about the concept of the Remainder Theorem. In Maths, the Remainder Theorem is a way of addressing Euclidean’s division of polynomials. The other name of the Remainder Theorem is Bezout’s theorem, it approaches polynomials of Euclidean’s division. The remainder theorem is a formula that is used to find the … Worksheet on Addition of Matrices consists of all problems related to properties of addition, Addition of Two Matrices, Addition of more than two matrices, etc. Solve all the Matrix Addition Problems with Solutions on your own to know how to add matrices. Various tricks and tips are also included in the Adding Matrices Worksheet for … ## Subtraction of Matrices – Definition, Properties, Examples | How to do Subtraction of Matrices

Subtraction of Matrices is the difference between two matrices which are having the same order. Similar to Addition Matrices, we will do the subtraction for the matrices that are in the same order. We can use the element-wise matrix subtraction to subtract the matrices. We will take the elements of one matrix and subtract them … ## Properties of Addition of Matrices | What are the 4 Properties of Matrix Addition?

Properties of Addition of Matrices will help for effective preparation of matrices. It is easy to perform addition operations using different properties. Different operations like addition, subtraction, multiplication, and inverse multiplication of matrices have different properties. Let us learn deeply about the Addition of Matrices Properties in this article. Quickly know the output of the …

## Compound Interest when Interest is Compounded Half-Yearly – Definition, Formula, Examples| How to Calculate Compound Interest Half-Yearly?

The calculation of compound interest by using the growing principal is a complicated and lengthy process when the time period is long. Hence, compound interest when interest is compounded for 6 months is shown here. You can find the formula and its importance in the next sections. Also, you can find the derivation with solved … ## Addition of Two Matrices – Definition, Conditions, Properties | How to Add Two Matrices?

The addition of Two Matrices is the process of adding only two matrices. The addition operation on two matrices is possible only when they have the same order like 2 × 2 or 3 × 3. The Two Matrix Addition has some properties. We have given all the properties and problems along with some tips …

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