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Find the wrong number in the following series.
Q. 144, 2197, 196, 3375, 256, 4903
- a)4903
- b)3375
- c)256
- d)144
- e)None of these
Correct answer is option 'A'. Can you explain this answer?
Most Upvoted Answer
Find the wrong number in the following series.Q. 144, 2197, 196, 3375,...
The given series is: 144, 2197, 196, 3375, 256, 4903
To find the wrong number, we need to identify the pattern or rule that is followed in the series. Let's analyze the series step by step:
1) 144: It is a perfect square of 12.
2) 2197: It is a perfect cube of 13.
3) 196: It is a perfect square of 14.
4) 3375: It is a perfect cube of 15.
5) 256: It is a perfect square of 16.
6) 4903: It does not seem to follow the pattern.
Based on the given series, it can be observed that the pattern alternates between perfect squares and perfect cubes. However, the number 4903 does not fit into this pattern.
Therefore, the wrong number in the series is 4903 (option A).
To find the wrong number, we need to identify the pattern or rule that is followed in the series. Let's analyze the series step by step:
1) 144: It is a perfect square of 12.
2) 2197: It is a perfect cube of 13.
3) 196: It is a perfect square of 14.
4) 3375: It is a perfect cube of 15.
5) 256: It is a perfect square of 16.
6) 4903: It does not seem to follow the pattern.
Based on the given series, it can be observed that the pattern alternates between perfect squares and perfect cubes. However, the number 4903 does not fit into this pattern.
Therefore, the wrong number in the series is 4903 (option A).
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Community Answer
Find the wrong number in the following series.Q. 144, 2197, 196, 3375,...
GIVEN:
144, 2197, 196, 3375, 256, 4903
CALCULATION:
⇒ 173 = 4913
⇒ So, 4903 is the wrong term.
144, 2197, 196, 3375, 256, 4903
CALCULATION:
⇒ 173 = 4913
⇒ So, 4903 is the wrong term.
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