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Hey everyone, today we're going through problem 14 from chapter 6 of the textbook, which asks us to consider the ideas of consumer and producer surplus.
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So in order to understand this question, we first need to define what consumer and producer surplus are, and then understand how it applies to the graph.
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And then also, we need to understand how changes in an increase of demand will affect consumer surplus in particular.
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So for definitions, we know that for consumer surplus, essentially what it represents is the gap between the max price, maximum price, a consumer is willing to pay and the actual price.
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So it's the gap between those two.
01:02
And then conversely, producer surplus, well, producer surplus, what that is going to be is the gap between the equilibrium or market price and the minimum price a producer is willing to accept for the production.
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All right.
01:38
So those are our definitions of consumer and producer surplus.
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And now we want to understand where this is going to be on the graph.
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So if we're dealing with a gap between the max price to you're willing to pay and the actual equilibrium price, we're going to be doing with this point, first and foremost, and we're going to be drawing a dotted line here because they're dealing with the maximum and minimum.
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And remember, the points that they're maximizing on their wallet that they're going to pay are going to be along this demand curve over here.
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So we know that for the consumer surplus, it's actually going to be this triangle right here.
02:22
And i'll just reread it as cs.
02:24
Again, it's not computer science.
02:26
It's consumer surplus.
02:28
So it's this triangle right here.
02:34
Try and shade it in as much as they can.
02:45
All right, but you guys get the idea.
02:47
It's this entire triangle right here.
02:49
All right.
02:51
So conversely, producer surplus, well, it's going to be the gap between the equilibrium price, which is right here, and then the minimum prices for the supplier they're willing to accept.
03:02
So these are more and more minimized prices.
03:06
So this is the most minimum, for instance...