College

Use Patterns and Structure

Explain how you can use a 4s fact to help remember [tex]8 \times 6[/tex].

Answer :

Final answer:

You can use the known fact of 4 x 6 = 24 to help remember 8 x 6 by doubling the result since 8 is double 4. This shows how breaking down multiplication into simpler parts can aid in understanding and memorization. Using such patterns can help you tackle more challenging multiplication facts effectively.


Explanation:

Using Patterns to Remember 8 x 6

To help remember the multiplication fact 8 x 6, we can use a 4s fact as a memory aid. The 4s fact refers to the easier multiplication of 4 x 6, which equals 24. Since 8 is double 4, we can simply double the result of 4 x 6.

Here’s how it works:

  1. First, calculate 4 x 6 = 24.
  2. Next, since 8 is double 4, we double 24 to find 8 x 6.
  3. This gives us 24 x 2 = 48.

This method uses a pattern by relating multiplication of smaller, known numbers to find the product of larger numbers, making it easier to remember larger multiplication facts.


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