00:02
In this question, we have a situation where we're considering university towns with major football programs and what happens when their demand for their hotel rooms increases during home football weekends.
00:14
Usually these hotels will respond to the increase in demand by increasing the prices that are charging for these rooms.
00:20
And usually there's an outcry against these higher prices and people accuse them of price gouging.
00:26
So let's take a look at all the scenarios where we have a market for hotel rooms on weekends without games.
00:32
With games and weekends where there's a price ceiling intact.
00:37
This first scenario in the weekend without games and there's no price ceiling, then supply and demand is an equilibrium and prices are a p1 and quantity is at q1.
00:47
With games with a surge in demand as demand goes up from d0 to d1 then you're going to have an increase in quantity demanded from q1 to q2 this will push up prices from p1 to p2 and so prices go if that change in price is exorbitant then people are going to complain about it.
01:04
Now last scenario we have here is with the price ceiling.
01:07
So let's say the price ceiling is intact at the original equilibrium price at p1 and quantity supply to q1.
01:16
But because demand will still go up to q2, there's going to be a shortage of q2 minus q1, which is indicated over here.
01:25
And essentially if prices are allowed to increase, then all the out of town football fans will be facing a shortage of hotel rooms, as you can see.
01:31
There'll be way too much demand for the amount of supply because hotels won't provide more rooms if there's no incentive for them to do so, which should be being able to charge these higher prices.
01:42
Now, we also want to know what will happen to the supply of hotel rooms over time if this law remains intact...