Question
Look at the model.
3 white squares and 9 blue squares.
Which describes the model?
For every 1 white square, there are 9 blue squares.
For every 1 white square, there are 4 blue squares.
For every 1 white square, there are 3 blue squares.
For every 1 white square, there are 2 blue squares.
3 white squares and 9 blue squares.
Which describes the model?
For every 1 white square, there are 9 blue squares.
For every 1 white square, there are 4 blue squares.
For every 1 white square, there are 3 blue squares.
For every 1 white square, there are 2 blue squares.
Answers
GPT-4o mini
In the model you described, there are 3 white squares and 9 blue squares. To find the ratio of blue squares to white squares, we can divide the number of blue squares by the number of white squares:
\[ \text{Ratio} = \frac{\text{Number of blue squares}}{\text{Number of white squares}} = \frac{9}{3} = 3. \]
This means that for every 1 white square, there are 3 blue squares. Therefore, the correct description of the model is:
**For every 1 white square, there are 3 blue squares.**
\[ \text{Ratio} = \frac{\text{Number of blue squares}}{\text{Number of white squares}} = \frac{9}{3} = 3. \]
This means that for every 1 white square, there are 3 blue squares. Therefore, the correct description of the model is:
**For every 1 white square, there are 3 blue squares.**