The video tutorial covers budget constraints, opportunity costs, and the law of diminishing marginal utility. It uses example problems to illustrate how to calculate the maximum number of items that can be purchased within a budget, how to draw a budget constraint graph, and how to understand opportunity costs. The tutorial also explains the concept of diminishing marginal utility, showing how the utility of additional units decreases as more are consumed.

What is the maximum number of cheeseburgers Lisa can buy with her budget?

• 5

• 6

• 4

• 3

In a budget constraint graph, what does the slope represent?

• Maximum quantity

• Total budget

• Price of items

• Opportunity cost

What is the opportunity cost of purchasing an additional train ticket?

• No cost

• One cheeseburger

• Half a cheeseburger

• Two train tickets

What is the opportunity cost of purchasing an additional cheeseburger?

• No cost

• Half a train ticket

• Two train tickets

• One train ticket

What happens to marginal utility as more of a product is consumed?

• It doubles

• It remains constant

• It decreases

• It increases

If Sam plans to watch four movies, how many sandwiches can he buy with his remaining budget?

• 3

• 2

• 4

• 5

How does an increase in the price of coffee affect the budget constraint graph?

• The graph rotates clockwise

• The graph shifts right

• The graph shifts left

• The graph rotates counterclockwise

What is the effect on the graph if the price of a sandwich decreases?

• The y-intercept moves up

• The y-intercept moves down

• The x-intercept moves right

• The x-intercept moves left

What happens to the budget constraint line when the budget increases?

• It extends outward

• It rotates clockwise

• It contracts inward

• It rotates counterclockwise

If the price of coffee decreases, what happens to the maximum number of coffees that can be purchased?

• It decreases

• It doubles

• It increases

• It remains the same