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Solución
To find
using the distributive property, we can break down one of the numbers into smaller, more manageable parts. Here’s a step-by-step explanation:
Step 1: Break Down One of the 8s
Let’s express one of the 8s as the sum of two smaller numbers. For example:
So, the original multiplication problem becomes:
Step 2: Apply the Distributive Property
The distributive property states that:
Applying this to our problem:
Step 3: Perform the Multiplications
Calculate each part separately:
Step 4: Add the Results Together
Now, add the two products:
Conclusion
By using the distributive property, we’ve determined that:
This method simplifies multiplication by breaking it down into easier, smaller multiplications and then combining the results.
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Extra Insights
To apply the distributive property to find
, you can break it down like this: consider
as
. So, you can express
as
. When you distribute, you get
. Voila,
!
Now, for an added twist, let’s think about this in terms of real-world application: ever wondered how this relates to area? If you have a square garden that is 8 feet on each side, the total area of the garden can be calculated using
. So, you’ll need 64 square feet of soil to fill it up! Gardening made mathematical!

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