Analogy
Select the related numbers/letters/words from the given alternatives. 3 : 81 :: 6 : ?
  • 36
  • 750
  • 1096
  • 1296
Explanation: Soln. 3^4 = 81 ⇒ 6^4 =1296 Thus Final Result. 3 : 81 :: 6 : 1296
Select the related numbers/letters/words from the given alternatives 441 : 462 :: 841 : ?
  • 800
  • 830
  • 870
  • 890
Explanation: Soln. 441 = 21 ^ 2 Pair it as 21 × 22 = 462 So 841 = 29 ^ 2 → 29 × 30 = 870
Select the related numbers/letters/words from the given alternatives 210 : 6 :: ? : 5
  • 120
  • 110
  • 130
  • 125
Explanation: Check the first pair (210 → 6) Add digits: 2 + 1 + 0 = 3 Now take factorial (3!) = 6 When factorial pattern doesn’t match the second term, reverse the rule — That is, Left number = (Right number)! So, ? = 5! = 5 × 4 × 3 × 2 × 1 = 120 Ans : 210 : 6 :: 120 : 5
Select the related numbers/letters/words from the given alternatives 35 : 53 :: 56 : ?
  • 50
  • 60
  • 65
  • 70
Explanation: 35 → 53 (digits reversed). So 56 → 65 (reverse digits)
Select the related numbers/letters/words from the given alternatives 14 : 195 :: 21 : ?
  • 420
  • 440
  • 460
  • 480
Explanation: 14 ^ 2 =196, and 196−1=195, So rule is n = 𝑛^2−1 Apply to 21: 21^2 = 441, 441−1=440
Select the related numbers/letters/words from the given alternatives 213 : 300 :: 170 : ?
  • 227
  • 237
  • 247
  • 257
Explanation: Pattern: 213 → 300 So, difference = 300 − 213 = 87 Apply the same rule: 170 + 87 = 257 Answer: 257 Trick: Add 87 to the second number just like in the first pair.
Select the related numbers/letters/words from the given alternatives 5 : 130 :: ? : 1010
  • 10