# Free 11 Plus Bidmas Practice Papers

Free 11 Plus Bidmas Practice Papers

Yes! You have read it correctly. There are Free 11 Plus Bidmas Practice Papers available in 11PluseHelp.co.uk.

We have Free 11 Plus BIDMAS practice Papers at 11PluseHelp.co.uk.

BIDMAS

BIDMAS explains the order of operations to solve an expression containing all the basic operations. It is abbreviated as Brackets, Indices, Division, Multiplication, Addition, and Subtraction. First, need to solve the bracket( (), {}, []) followed by powers and roots, division, multiplication, addition and subtraction from left to right.

Example:

Can you tell the answer of ( 5 + 6 ) × 4?

( 5 + 6 ) × 4

First Step:
In the first step, we should solve the bracket according to the BIDMAS rule.

After solving the bracket, we get the answer 11.

11 x 4

Second Step:
Now, we have to multiply 11 and 4. After multiplication, we get the answer 44.

44

Mathematics is a logic-based discipline. There are some simple rules to follow, which will help you work out to do the sum. This rule is called as BIDMAS rule. This rule was introduced by Achilles Reselfelt as early as 1600. The main aim of introducing this kind of mathematical rule was to solve those problems which involve more than one mathematical operation in a mathematical problem.

BIDMAS is an acronym. Using this specific rule makes it easy for us to keep in mind the order of the operations while solving different kinds of mathematical problems or operations.

The meanings of different words of this acronym are given below;

1. B — Bracket

It means that first of all, we have to solve the brackets in the mathematical operation.

There are four different kinds of brackets.

First of all, we have to solve ━━━━”.

Secondly, we have to solve ().

Thirdly, we have to solve {}.

At last, we have to solve [].

1. I — Indices

It means that you will have to solve all the numbers which have powers and brackets.

1. D — Division

It means that you have to perform the division operation.

1. M — Multiplication

After that, you have to perform the multiplication operation.

After that, you have to add the numbers or terms.

1. S — Subtraction

At last, you have to subtract the numbers and terms.

Let’s see some examples of usage of the BIDMAS rule:

Example 1

4[2 + { 7(5-3)}]

First Step

In the first step, we have to solve (). After solving it, we get:

4 [ 2 + { 7 x 2 } ]

Second Step

Now, we have to solve { }. After solving it, we get:

4 [ 2 + 14 ]

Third Step

Now, we have to solve [ ]. After solving it, we get:

4 x16

At last, we have to multiply these two terms. After multiplying 4 and 16, we get the answer 64.

64

Example 2

Solve 20 x 2 – ( 4 / 2 ) x 9 x 2^2

(Here 2^2 is square of ‘2’)

First Step

20 x 2 – ( 4 / 2 ) x 9 x 2^2

Second Step

20 x 2 – 2 x 9 x 2^2

Third Step

20 x 2 – 2 x 9 x 4

Fourth Step

20 x 2 – 72

Fifth Step

40 – 72

Sixth Step

-32

By following this specific rule, you will be able to easily and perfectly solve any mathematical operation. We have plenty of 11 Plus Practice tests on BIDMAS at 11PluseHelp.co.uk

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Examples from our 11 plus practice tests are given below:

Example1:

Solve 3 x 7+ (9-4)-6=?

Step1: Brackets: 3 x 7 + (5) – 6

Step2: Multiplication: 21+ (5) – 6

Example2:

Solve 2 x 5 – (1+4) ÷ 5=?

Step1: Brackets: 2 x 5-(5) ÷ 5

Step2: Division: 2 x 5 -1

Step3: Multiplication: 10-1

Step4: Subtraction: 10-1 = 9

Example3:

Solve 9 x (10-6) + 4=?

Step1: Brackets: 9 x 4 + 4

Step2: Multiplication: 36 + 4

Example4:

Solve 2 x 5-(1+4)/5=?

Step1: Brackets: 2 x 5-(5)/5

Step2: Multiplication: 10-1

Step3: Subtraction: 10-1=9

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