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# 11 Plus Number Sequence

Number sequence or Number series is considered one of the most important subjects in many competitive exams globally. It is the sequence of numbers that follows a peculiar pattern, and a number in that sequence will be missing, and it must be identified. It is very easy to answer these questions if the pattern is identified.

Let’s have a glance at it by observing an example problem.

Example:

Find the missing number in the following sequence.

1, 3, 5, 7 … 11, 13

Sol:

On observing the sequence keenly, it is clear that it is a sequence of odd numbers. It is easy to identify the missing number as the pattern is identified, so the answer is 9.

Generally, the patterns include

• A sequence of Prime numbers
• A series of Even Numbers
• A series of Odd Numbers
• A sequence in which there is a fixed increment or decrement like +2, +3 or  -4, etc
• A series with some multiplication factors like x2, x6, or /7, /5 etc.
• A sequence may contain squares of numbers.
• A sequence may contain cubes of numbers.

Examples on 11 plus number sequence:

Example1:

Find the missing number in the following sequence.

1, 4, 9 … 25, 36

Sol:

On observing the sequence keenly, it is clear that it is a sequence of squares of numbers. It is easy to identify the missing number as a pattern is identified, so the answer is 16.

Example2:

Find the missing number in the following sequence.

1, 4, 7, 10 … 16, 19

Sol:

Observing the sequence keenly makes it clear that there is an increment of + 3 every time in this sequence. So the missing number 13.

Example3:

Example4:

Example:5

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