Enter the missing values in the area model to find 8(6z + 5)

Question

| 6z | +5
---------------
8 |__| | __

According to the model above 8(6z + 5)=

Answer 1

To fill in the area model for the expression $8(6z+5)$, you can break it down as follows:

1. The area model divides $8(6z+5)$ into two parts: one for $6z$ and one for $5$.
2. Each section will be multiplied by $8$.

The area model looks like this:

$$\text{Misplaced hline}$$

Now, let's fill in the missing values:

• In the cell where $8$ intersects with $6z$, you calculate $8\times 6z=48z$.
• In the cell where $8$ intersects with $5$, you calculate $8\times 5=40$.

Putting it all together:

$$8(6z+5)=48z+40$$

So, according to the area model, $8(6z+5)=48z+40$.