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Four pairs of numbers have been given, out of which three are alike in some manner, while one is different. Choose out the odd one.
34 - 289
16 - 64
26 - 168
18 - 81
Alright, you picked option 3 — let’s see if that holds up.
Let’s break down each pair:
- Option 1: 34 - 289
- 34 squared is 1156, not 289. But 17 squared is 289, and 34 is double 17.
- Option 2: 16 - 64
- 16 squared is 256, not 64. But 8 squared is 64, and 16 is double 8.
- Option 3: 26 - 168
- 13 squared is 169, not 168, and 26 is double 13. But here, 168 is just off by 1 from 169.
- Option 4: 18 - 81
- 9 squared is 81, and 18 is double 9.
Now, notice the pattern: in options 1, 2, and 4, the first number is double a number, and the second number is that number squared. But option 3 breaks the pattern—168 isn’t a perfect square, and it’s not exactly linked to 13 (squared is 169), unlike the others.
So, you nailed it. Option 3 is the outlier. ??
By: Parvesh Mehta ProfileResourcesReport error
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