Math Problem Statement

Find a different factor pair of 30.

Solution

The task is to find another factor pair of 30 that has not yet been listed.

The given pairs are:

  • 1×301 \times 30
  • 2×152 \times 15
  • 3×103 \times 10

A different factor pair would be:

5×65 \times 6

This is another valid factor pair of 30 since 5×6=305 \times 6 = 30.

Would you like further explanation or help with factors? Here are related questions to deepen your understanding:

  1. What are all the factors of 30?
  2. Can you explain what "factor pairs" mean?
  3. How do you determine if a number is a factor of another number?
  4. Are there negative factor pairs of 30?
  5. Why is 5×65 \times 6 a valid pair?

Tip: Remember, a factor is any number that divides evenly into another number without leaving a remainder!

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Math Problem Analysis

Mathematical Concepts

Factors and Multiples
Number Theory

Formulas

Product of factors: a × b = n

Theorems

Divisibility Rule

Suitable Grade Level

Grades 4-6