Podcast
Questions and Answers
When graphing a relationship, what does ceteris paribus refer to?
When graphing a relationship, what does ceteris paribus refer to?
- Letting all the variables change at once
- Changing the origin of the graph
- Rescaling the coordinates
- Holding constant all but two variables (correct)
In evaluating a relationship between x and y, what does ceteris paribus mean for other variables?
In evaluating a relationship between x and y, what does ceteris paribus mean for other variables?
- Are not relevant to x and y
- Are not changing while x and y change (correct)
- Move with x and y
- Move in opposite directions to x and y
What does the ceteris paribus condition imply when graphing the relationship between x and y?
What does the ceteris paribus condition imply when graphing the relationship between x and y?
- The value of x is held constant
- No other variables are related to x and y
- The value of y is held constant
- Other variables not shown are held constant (correct)
If the quantity consumed of pizza is dependent on the price of pizza, income of purchasers, and taste for pizza, what happens when graphing the relationship between price and quantity consumed?
If the quantity consumed of pizza is dependent on the price of pizza, income of purchasers, and taste for pizza, what happens when graphing the relationship between price and quantity consumed?
If consumers' taste for pizza and income are variables affecting pizza consumption, which ones change when graphing the price-quantity relationship?
If consumers' taste for pizza and income are variables affecting pizza consumption, which ones change when graphing the price-quantity relationship?
In a graph showing the relationship between x and y under ceteris paribus, what is held constant?
In a graph showing the relationship between x and y under ceteris paribus, what is held constant?
What type of relationship exists between the outdoor temperature and the consumption of ice tea for the Jones household?
What type of relationship exists between the outdoor temperature and the consumption of ice tea for the Jones household?
In a scatter diagram with price of vacations to Mexico on the vertical axis and price of vacations to California on the horizontal axis, what type of relationship is shown?
In a scatter diagram with price of vacations to Mexico on the vertical axis and price of vacations to California on the horizontal axis, what type of relationship is shown?
If the slope of a line that graphs the relationship between variables x and y is positive, what do we know about the variables?
If the slope of a line that graphs the relationship between variables x and y is positive, what do we know about the variables?
What happens to ice tea consumption for the Jones household with every ten degrees increase in outdoor temperature?
What happens to ice tea consumption for the Jones household with every ten degrees increase in outdoor temperature?
Which curve in the figure shows a positive relationship between variables x and y?
Which curve in the figure shows a positive relationship between variables x and y?
Which curve in the figure shows a negative relationship between variables x and y?
Which curve in the figure shows a negative relationship between variables x and y?
In the provided text, what does a high correlation between variables along the x-axis and y-axis indicate?
In the provided text, what does a high correlation between variables along the x-axis and y-axis indicate?
Why were axis breaks used in the graph in the provided text?
Why were axis breaks used in the graph in the provided text?
What does the axis break in the x-axis of the graph imply?
What does the axis break in the x-axis of the graph imply?
How are variables represented if they are strongly negatively related on a graph?
How are variables represented if they are strongly negatively related on a graph?
What do variables being strongly positively related signify on a graph?
What do variables being strongly positively related signify on a graph?
When two variables are said to not be related on a graph, what does this suggest?
When two variables are said to not be related on a graph, what does this suggest?