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In each of the following questions, a number series is given with one term missing. Choose the correct alternative that will continue the same pattern and fill in the black spaces.
Q. 3691, 6931, 9361, 3691, (_____)
- a)1369
- b)6931
- c)1963
- d)3961
Correct answer is option 'B'. Can you explain this answer?
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In each of the following questions, a number series is given with one ...
EXP: 3691 6931 9361 3691 6931
1234 2314 3124 1234 2314
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In each of the following questions, a number series is given with one ...
Pattern:
To find the missing term in the number series, we need to identify the pattern followed by the given numbers. Let's analyze the given series: 3691, 6931, 9361, 3691.
First Step: Difference between consecutive terms
The first step is to find the difference between consecutive terms in the series. Let's calculate the differences:
6931 - 3691 = 3240
9361 - 6931 = 2430
3691 - 9361 = -5670
Second Step: Identify the pattern
After calculating the differences, we need to analyze the pattern. From the differences obtained, it is clear that the pattern alternates between adding and subtracting a specific value. The pattern seems to be as follows:
Add 3240
Subtract 2430
Add 5670
Third Step: Apply the pattern to find the missing term
Now, let's apply the pattern to find the missing term. The previous term in the given series is 3691. According to the pattern, we need to add 5670 to this term.
3691 + 5670 = 9361
Therefore, the missing term in the series is 9361.
Conclusion:
The correct answer is option B) 9361.
To find the missing term in the number series, we need to identify the pattern followed by the given numbers. Let's analyze the given series: 3691, 6931, 9361, 3691.
First Step: Difference between consecutive terms
The first step is to find the difference between consecutive terms in the series. Let's calculate the differences:
6931 - 3691 = 3240
9361 - 6931 = 2430
3691 - 9361 = -5670
Second Step: Identify the pattern
After calculating the differences, we need to analyze the pattern. From the differences obtained, it is clear that the pattern alternates between adding and subtracting a specific value. The pattern seems to be as follows:
Add 3240
Subtract 2430
Add 5670
Third Step: Apply the pattern to find the missing term
Now, let's apply the pattern to find the missing term. The previous term in the given series is 3691. According to the pattern, we need to add 5670 to this term.
3691 + 5670 = 9361
Therefore, the missing term in the series is 9361.
Conclusion:
The correct answer is option B) 9361.
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In each of the following questions, a number series is given with one term missing. Choose the correct alternative that will continue the same pattern and fill in the black spaces.Q. 3691, 6931, 9361, 3691, (_____)a)1369b)6931c)1963d)3961Correct answer is option 'B'. Can you explain this answer?
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