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These are two set of series :

Series 1: It contains four consecutive odd numbers, whose average is 28.

Series 2: It contains three consecutive even numbers.

The sum of the second and third number of series 1 is equal to the largest number of series 2.

Find the sum of all the numbers of series 2.


1. 126
2. 174
3. 162
4. 152
5. 142

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Correct Answer - Option 3 : 162

These are two sets of series :

Series 1: It contains four consecutive odd numbers, whose average is 28.

Numbers - 25, 27, 29 ,31

The sum of the second and third numbers of series 1 is equal to the largest number of series 2.

⇒ 27 + 29 = 56

Series 2: It contains three consecutive even numbers.

⇒ 52, 54, 56

The Sum of numbers of series 2.

⇒ 52 + 54 + 56

⇒ 162

∴ The sum of all the numbers of series 2 is 162.

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