how do you make a model for 1/3 times 18

To solve the expression 1/3 times 18, you need to multiply the fraction 1/3 by the number 18. To make a model of this multiplication, you can use a visual representation known as an area model or a rectangular array.

Here are the steps to create an area model for 1/3 times 18:

1. Draw a rectangle on a piece of paper to represent the whole number 18.

----------- -----------
| | | |
| | | |
| | | |
----------- -----------

2. Divide the rectangle into three equal parts horizontally, since the numerator of the fraction is 1.

----------- -----------
| 6 | | 6 |
----------- -----------
| | | |
----------- -----------
| | | |
----------- -----------

3. Shade one of the divided parts to represent the fraction 1/3.

----------- -----------
|▓▓▓ 6 | | 6 |
----------- -----------
| | | |
----------- -----------
| | | |
----------- -----------

4. Count the number of shaded sections within the rectangle, which in this case is 6.

5. Therefore, the model shows that 1/3 times 18 equals 6.

Note: This model can help you understand the concept of multiplying fractions, but multiplication can also be done using arithmetic methods. In this case, the solution is simply found by calculating 1/3 * 18 = 6.