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Question 13The following number pairs go together in a certain way.Find the missing number.26, 23616, 14629, 26311, 10125, ?A: 237 B: 625 C: 227 D: 247 E: 225

Question

Question 13

The following number pairs go together in a certain way. Find the missing number.

  • 26, 236
  • 16, 146
  • 29, 263
  • 11, 101
  • 25, ?

A: 237
B: 625
C: 227
D: 247
E: 225

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Solution

To solve this problem, we need to identify the pattern or rule that connects each pair of numbers. Let's analyze the given pairs step by step:

  1. Pair: 26, 236

    • The first number is 26.
    • The second number is 236.
    • Notice that 26 squared is 676, which is not 236. So, squaring is not the pattern.
  2. Pair: 16, 146

    • The first number is 16.
    • The second number is 146.
    • Notice that 16 squared is 256, which is not 146. So, squaring is not the pattern.
  3. Pair: 29, 263

    • The first number is 29.
    • The second number is 263.
    • Notice that 29 squared is 841, which is not 263. So, squaring is not the pattern.
  4. Pair: 11, 101

    • The first number is 11.
    • The second number is 101.
    • Notice that 11 squared is 121, which is not 101. So, squaring is not the pattern.
  5. Pair: 25, ?

    • The first number is 25.
    • We need to find the second number.

Let's look for another pattern. Consider the possibility that the second number is formed by inserting a digit into the first number:

  1. Pair: 26, 236

    • Insert 3 between 2 and 6 to get 236.
  2. Pair: 16, 146

    • Insert 4 between 1 and 6 to get 146.
  3. Pair: 29, 263

    • Insert 6 between 2 and 9 to get 263.
  4. Pair: 11, 101

    • Insert 0 between 1 and 1 to get 101.

Following this pattern, for the pair 25, we need to insert a digit between 2 and 5. The options are:

A: 237 B: 625 C: 227 D: 247 E: 225

The correct answer should be the one where a single digit is inserted between 2 and 5. The only option that fits this pattern is:

D: 247 (Insert 4 between 2 and 5 to get 247).

So, the missing number is 247.

This problem has been solved

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