To interpret the scatter plot, we need to analyze the relationship between elevation and average annual temperature based on the options given.
Question 1:
You are trying to determine the correlation represented in the scatter plot.
- A - The graph shows no correlation: This would mean that there is no discernible pattern in data points.
- B - The graph shows positive correlation: This would mean that as one variable increases, the other variable also increases.
- C - The graph shows negative correlation: This means that as one variable increases, the other variable decreases.
- D - The graph shows inconsistent correlation: This would imply fluctuating patterns.
Without viewing the graph, if we rely on the general understanding of temperature and elevation, typically, higher elevations tend to be cooler.
If you observe that higher elevations correspond to lower temperatures, then the true answer would likely be: C - The graph shows negative correlation.
Question 2:
You need to describe the relationship between elevation and temperature.
- A - As the elevation increases, the temperature increases: This statement indicates a positive relationship, which is generally not accurate in the context of elevation and temperature.
- B - As the elevation decreases, the temperature decreases: This would imply that lower elevations are associated with lower temperatures, which goes against the typical relationship found in climatology.
- C - As the elevation increases, the temperature decreases: This describes the typical inverse relationship where higher elevations usually have lower temperatures.
Given the usual trend of temperatures decreasing as elevation increases, the best answer would be: C - As the elevation increases, the temperature decreases.
In summary:
- Question 1: C - The graph shows negative correlation.
- Question 2: C - As the elevation increases, the temperature decreases.