Order of Operations

Understanding algebra order of operations in mathematics is very important in solving algebra problems. In solving algebra problems, if you perform the algebra order of operations in mathematics incorrectly, the chances are that your answers to the algebra problems will be incorrect. Take time to understand the order of operations.

The algebra order of operation in mathematics given here are fun maths lessons order of operations.

Steps of order of operations are given as well as a lesson plan for middle school math on order of operations.

Introduction to order of operations

In solving algebraic expressions, you need to first simplify the algebra problems. It is important to perform order of operations in the right order.

For example, if you are trying to simplify the expression:

3 + 4 x 7 +2

If there is no order of operation, then one person might perform the additions first then multiply (3+4) with (7+2) giving 7 x 9 = 63. Another person might multiply 4 x 7 first then add 3 and 2 giving 3+28+2=33. The results of performing the operations out of order of operations are wildly different. Yet another person might add 3 and 4 first, then multiply by 7 before adding 2 giving 51. If there were no order of operation, then who has the right math answer?

Steps for Order of Operations

The followings are steps for order of operations to follow when solving any math problems.

1. Perform the operations inside any groups of brackets first. If you see a division symbol or a fraction symbol, do them first. These are the first of the order of operations.
2. Perform exponents or powers such as 7 ²
3. Do the multiplication and division in order from left to right
4. Do the addition and subtraction in order from left to right

In the above equation, the correct answer is 33.