Match the numbers to their corresponding values.

Question image

Understand the Problem

The question presents a list of numbers and is formatted in a way that seems to imply a matching or pairing with the corresponding options below. The task likely involves recognizing the pairs or understanding the relationship between the numbers.

Answer

10 - 1, 21 - 2, 247 - 3, 62 - 4, 1234 - 5.
Answer for screen readers

The numbers can be matched in this way: 1 matches with 10, 2 matches with 21, 3 matches with 247, 4 matches with 62, 5 matches with 1234.

Steps to Solve

  1. Identify the Sequence Pattern Examine the list of numbers: 10, 11, 21, 62, 247, 1234. Look for a mathematical relationship between consecutive numbers.

  2. Analyze Differences Calculate the difference between consecutive terms in the sequence:

  • $11 - 10 = 1$
  • $21 - 11 = 10$
  • $62 - 21 = 41$
  • $247 - 62 = 185$
  • $1234 - 247 = 987$
  1. Look for Multiplication or Addition Patterns Investigate if each number can be reached from the previous one by multiplication or adding increasing values.

    • From 10 to 11: add 1
    • From 11 to 21: add 10
    • From 21 to 62: add 41
    • From 62 to 247: add 185
    • From 247 to 1234: add 987
  2. Recognize Trends Notice the increments between the numbers resemble a pattern involving increasing values related to powers of 2 or Fibonacci-like sequences.

  3. Find the Missing Pair Using the relationships established, determine any numbers from the options that could fit to extend or complete the pairings with the sequence above.

The numbers can be matched in this way: 1 matches with 10, 2 matches with 21, 3 matches with 247, 4 matches with 62, 5 matches with 1234.

More Information

The sequence shows a progression where the increase between numbers appears to follow a complex mathematical pattern. Understanding how the numbers interact can provide insights into more advanced numerical relationships.

Tips

  • Assuming a simple arithmetic progression without analyzing deeper relationships.
  • Overlooking the possibility of multiplicative relationships or non-linear growth patterns.

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