Choose the numeral pair which is odd and different from others. Option 1: 483, 23 Option 2: 624, 26 Option 3: 1023, 31 Option 4: 1368, 38

Answer: 1023, 31. Solution: In three pairs, the first number equals the second number multiplied by two less than itself: 23x21=483 26x24=624 38x36=1368 But 31x29=899, not 1023. In fact, 1023=31x33. So (1023,31) is the odd pair.

Logical Reasoning Odd One Out

Medium

Choose the numeral pair which is odd and different from others.

483, 23

624, 26

1023, 31

1368, 38

✅ Correct Option: 3

In three pairs, the first number equals the second number multiplied by two less than itself: $23\times21=483$ $26\times24=624$ $38\times36=1368$ But $31\times29=899$, not 1023. In fact, $1023=31\times33$. So $(1023,31)$ is the odd pair.

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