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Examine the following pattern of the series carefully and answer the following question. Example: Find the wrong number in the following series and following the pattern, find the fourth term in the series starting with the wrong number.
32, 34, 36, 39, 40, 42
Here, the pattern of the series is the difference of 2.
Here the wrong number in the series is 39
So, starting with ‘39’ the series will be 39, 41, 43, 45
Therefore, the fourth term is 45.
Similarly, following the above pattern, find the fourth term in the 2nd series.
88, 90, 94, 102, 108, 118
122
132
108
104
114
- Examine the series: 88, 90, 94, 102, 108, 118.
- The expected pattern seems to be an increasing series, but let's verify the differences:
- Difference between 88 and 90 is 2.
- Difference between 90 and 94 is 4.
- Difference between 94 and 102 is 8.
- Difference between 102 and 108 is 6.
- Difference between 108 and 118 is 10.
- The differences don't form a consistent pattern.
- The wrong term in the given series is likely 102. If we replace 102, the pattern would be an increasing order of differences that catch the eye during verification, potentially needing checking or correcting more.
- Starting with 102, the new series follows, varying potentially, if necessary for correctness: 102, 104, 106, 108, ... (difference of 2 for a smooth transition).
- The fourth term, following the new corrected series excluding a noticeable oddity potentially like the larger jump that may be portrayed at 102, can be looked into as: 108.
- Cross-check with options:
- Option:1, 122
- Option:2, 132
- Option:3, 108
- Option:4, 104
- Option:5, 114
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