Answer:
52
Explanation:
The areas model is a visual representation used to demonstrate the concept of multiplication. In this case, we need to find the areas model product of 20+30+2.
To begin, we can represent each number as a rectangular area.
First, we have a rectangle with a length of 20 and a width of 1, which represents the number 20.
Next, we have a rectangle with a length of 30 and a width of 1, representing the number 30.
Lastly, we have a rectangle with a length of 2 and a width of 1, representing the number 2.
We can arrange these rectangles side by side to create a larger rectangle.
By counting the total number of square units inside the larger rectangle, we can find the areas model product.
In this case, the areas model product of 20+30+2 is 52.
Therefore, the areas model product for 20+30+2 is 52.