The table shows the fat content and calories for the burgers at a fast food chain. Fat (g) 25 44 63 32 37 20 11 52 Calories 590 830 1080 680 750 420 310 820 What does a scatterplot show about the correlation of the data? (1 point) Responses Negative correlation; as the fat content increases, the calories also increase. Negative correlation; as the fat content increases, the calories also increase. Negative correlation; as the fat content increases, the calories decrease. Negative correlation; as the fat content increases, the calories decrease. Positive correlation; as the fat content increases, the calories also increase. Positive correlation; as the fat content increases, the calories also increase. Positive correlation; as the fat content increases, the calories decrease.

Answer 1

To determine the correlation between fat content and calories for the burgers, we need to analyze the relationship between the two variables.

Given the data:

• Fat (g): 25, 44, 63, 32, 37, 20, 11, 52
• Calories: 590, 830, 1080, 680, 750, 420, 310, 820

From reviewing the values, we can see that as the fat content (g) increases, the calories tend to increase as well.

• For example:
  • At 25g of fat, there are 590 calories.
  • At 44g of fat, there are 830 calories.
  • At 63g of fat, there are 1080 calories.
  • At 11g of fat, there are only 310 calories.

Generally, the trend is that as fat content increases, calories also tend to increase.

Therefore, the most appropriate response is:

Positive correlation; as the fat content increases, the calories also increase.