• The given sequence consists of two alternating series:
First series: 12 → 14 → 16 (increment of +2)
Second series: 8 → 6 → ? (decrement of -2)
8 - 2 = 4
• Thus, the missing number is 4.
General IntelligenceNumber SeriesNumber SeriesQ. #6553 (CAT-I)
Find the missing number in the following series: 6, 13, 34, ?, 286, 853
• In all terms except 564, the first (hundreds) and third (units) digits are identical:
In 232: hundreds digit = 2, units digit = 2
In 343: hundreds digit = 3, units digit = 3
In 454: hundreds digit = 4, units digit = 4
In 676: hundreds digit = 6, units digit = 6
• For 564, the hundreds digit is 5 and the units digit is 4 (which should be 565).
• Hence, 564 is the wrong number.
General IntelligenceNumber SeriesNumber SeriesQ. #6550 (CAT-I)
Find the wrong number in the following series: 6, 12, 21, 32, 45, 60
• The differences between consecutive terms should form an arithmetic progression with a common difference of 2:
5 + 7 = 12
12 + 9 = 21
21 + 11 = 32
32 + 13 = 45
45 + 15 = 60
• To maintain this series, the first term should be 5 instead of 6.
• Therefore, 6 is the wrong number.
General IntelligenceNumber SeriesNumber SeriesQ. #6549 (CAT-I)
Find the missing number in the following sequence: 7, 19, 42, 87, ?
• The pattern follows an addition of 1111 to each successive term:
2123 + 1111 = 3234
3234 + 1111 = 4345
4345 + 1111 = 5456
5456 + 1111 = 6567
• Alternatively, looking at the individual digits of each term: 2-1-2-3, 3-2-3-4, 4-3-4-5, 5-4-5-6, the next set is 6-5-6-7, giving 6567.
General IntelligenceNumber SeriesNumber SeriesQ. #6543 (CAT-I)
Find the odd/wrong number in the given number series:
28, 44, 68, 80, 92
Each term is a multiple of 4 with a prime factor:
28 = 4 × 7
44 = 4 × 11
68 = 4 × 17
80 = 4 × 20 (20 is not a prime number)
92 = 4 × 23
• The numbers multiplied by 4 are consecutive primes (7, 11, 17, 19 would give 76, 23). Since 20 is composite, 80 is the wrong/inconsistent term.
General IntelligenceNumber SeriesNumber SeriesQ. #6542 (CAT-I)
Find the wrong number in the given series:
216, 163, 120, 72, 24
The pattern has a constant common difference of -48:
216 - 48 = 168 (given as 163)
168 - 48 = 120
120 - 48 = 72
72 - 48 = 24
• Thus, 163 is the wrong number.