Kara is mixing paint. Each batch has twice as much blue

paint as yellow paint. Plot points to represent the amount
of blue and yellow paint in three different-sized batches.

(b, y) twice as much blue as yello

(2, 1)
(4, 2)
(6, 3)

2,1

To plot the points representing the amount of blue and yellow paint in three different-sized batches, let's assume the amount of yellow paint in the first batch is y. Since each batch has twice as much blue paint as yellow paint, the amount of blue paint in the first batch would be 2y.

Now, let's consider three different-sized batches:

1. Small batch:
- Blue paint: 2y
- Yellow paint: y

2. Medium batch:
- Blue paint: 4y
- Yellow paint: 2y

3. Large batch:
- Blue paint: 6y
- Yellow paint: 3y

To plot these points, you can represent each batch size on the x-axis and the corresponding amounts of blue and yellow paint on the y-axis.

Here is the tabular representation of the points:

| Batch Size | Blue Paint | Yellow Paint |
|------------|------------|--------------|
| Small | 2y | y |
| Medium | 4y | 2y |
| Large | 6y | 3y |

You can now plot these points on a graph by assigning values to y and scaling the axes accordingly.

To plot points representing the amount of blue and yellow paint in different-sized batches, we need to understand the relationship between the two colors.

Given that each batch has twice as much blue paint as yellow paint, we can set up a ratio. Let's say the amount of yellow paint is represented by 'y' and the amount of blue paint is represented by 'b'.

The ratio of blue to yellow paint is 2:1, which can also be written as b:y or b/y. This means that for every 2 units of blue paint, there is 1 unit of yellow paint.

Now, let's consider three different-sized batches and calculate the amount of blue and yellow paint in each of them.

Batch 1:
Let's assume the amount of yellow paint in the first batch is 'y' (arbitrary value). Since the ratio is 2:1, the amount of blue paint would be twice that of yellow paint, which is 2y. So, for Batch 1, we have the coordinates (2y, y).

Batch 2:
For the second batch, let's assume the amount of yellow paint is '2y'. Using the ratio, the amount of blue paint would be 2 times that of yellow paint, which is 2 * 2y = 4y. So, for Batch 2, we have the coordinates (4y, 2y).

Batch 3:
Similarly, for the third batch, let's assume the amount of yellow paint is '3y'. Using the ratio, the amount of blue paint would be twice that of yellow paint, which is 2 * 3y = 6y. So, for Batch 3, we have the coordinates (6y, 3y).

You can plot these coordinates on a graph, where the x-axis represents the amount of blue paint and the y-axis represents the amount of yellow paint. The plotted points will give you a visual representation of the amount of blue and yellow paint in each batch.