Final answer:
Sue's two batches of lemonade require mixing 8 lemonades with 12 cups of water. A simple diagram for this can show two containers with specified amounts for ingredients.
Step-by-step explanation:
The question involves mixing proportions to create lemonade batches and then converting units of liquid measurements. Unfortunately, the proportion information provided does not apply directly to the question but can still be helpful in understanding the conversion processes. To solve this problem, we need to understand that two batches of Sue's lemonade will require double the amounts used in a single batch. For one batch, Sue mixes 4 lemonades with 6 cups of water. Therefore, for two batches, she would need 8 lemonades and 12 cups of water.
Below is a step-by-step calculation for two batches:
- Calculate the ingredients multiplied by two since we want to make two batches. 4 lemonades x 2 = 8 lemonades; 6 cups of water x 2 = 12 cups of water.
- Draw a diagram representing these amounts. This can be two containers each containing the above-mentioned amounts of lemonades and water.
A quick note on conversions: 4 cups equate to 1 quart, and 2 pints are equivalent to 0.25 gallon since these measurements are equal in volume.