Question

build a model that shows \\(\frac{5}{8}\\).

Explanation:

Step1: Understand the fraction

The fraction is $\frac{5}{8}$, which means we need to divide a whole (the square) into 8 equal parts and shade 5 of them.

Step2: Divide the square

First, we can divide the square into 8 equal parts. This can be done by, for example, dividing it into 8 equal rectangles (either by dividing the length and width into appropriate segments). If we consider the square, we can divide it into 8 equal parts by making 7 vertical or horizontal lines (but more simply, maybe 4 vertical and 2 horizontal to get 8 parts, or 8 equal small squares).

Step3: Shade 5 parts

After dividing the square into 8 equal parts, we shade 5 of those parts. So using the '+' button (assuming it's for adding divisions or shading), we first divide the square into 8 equal sections. Then we shade 5 of them. For example, if we divide the square into 8 equal small squares (by dividing the square into 2 rows and 4 columns, which gives 8 small squares), then we shade 5 of those 8 small squares.

Answer:

To build the model for $\frac{5}{8}$, divide the square into 8 equal parts (e.g., 2 rows and 4 columns to get 8 small squares) and shade 5 of those 8 parts. The final model will have a square with 5 out of 8 equal parts shaded.