Which of these graphs shows a lower unit cost, 1 or 2?
There is no information or description given about the graphs labeled as 1 and 2. Therefore, it is not possible to determine which graph shows a lower unit cost without more context or details about the graphs.
To determine which graph shows a lower unit cost, we need to evaluate the graphs provided and compare the y-axis values. Unfortunately, as a text-based AI, I am unable to view or analyze any graphs directly.
However, I can assist you in understanding how to compare unit costs using graphs. To find the unit cost, you divide the total cost by the total quantity. In this case, you would typically look for a graph where the cost decreases as the quantity increases.
If you can provide a description or some additional details about the graphs, I can try my best to guide you through the process step-by-step or answer any other question you might have.
To determine which graph shows a lower unit cost, you would need to compare the cost values represented by each graph. However, since I cannot see the graphs as an AI text-based bot, I cannot directly analyze them.
To compare the unit costs, you need to consider the following steps:
1. Identify the axis: Determine which graph represents the unit cost on the y-axis (vertical) and the quantity produced on the x-axis (horizontal).
2. Locate the data points: Look for the data points or dots on each graph that represent the unit cost and quantity.
3. Compare the slopes: Check the slope or direction of the trend line or curve on each graph. The slope represents the change in unit cost for each unit of quantity produced. A steeper slope indicates a higher unit cost, while a flatter slope indicates a lower unit cost.
4. Analyze the data: Examine the data points and the trend lines or curves on each graph to determine which one shows a lower unit cost. Compare the values at different points on each graph and look for any patterns or trends.
Remember, it's important to see the actual graphs to make a proper comparison and determine which one has a lower unit cost.