yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

Market demand as the sum of individual demand | APⓇ Microeconomics | Khan Academy


3m read
·Nov 11, 2024

In this video, we're going to think about the market for apples. But the more important thing isn't the apples; it's to appreciate that the demand curves for a market are really the sum of the individual demand curves for every member of that market. Most markets will have many tens or hundreds of thousands of actors in it—maybe millions or tens of millions of actors in it.

But for the sake of simplifying things, we're going to assume that the apple market has only two buyers, and we have their demand curves right over here. This demand curve for buyer one, and this is the demand curve for buyer two. If the vertical axis is price, and maybe this is the price of apples per pound, and quantity—let's just say that's pounds per time period, maybe pounds per week—we can see that from buyer one's demand curve, at a price of one, two, three, four, five dollars per pound, they don't want to buy any pounds.

At a price of three dollars per pound, they're willing to buy one pound per week, and at a price of one dollar per pound, they're willing to buy two pounds per week. We can similarly look at the demand curve for buyer two. Sometimes you'll see this in table form when it's called a demand schedule, but you can see it one, two, three, four, five, six, seven. At seven dollars, buyer two is not interested in apples.

At five dollars a pound, they are interested in buying two pounds of apples per week. At three dollars per pound, they're interested in buying—let's see, this is one, two, three, four, five pounds per week, and at one dollar per pound, they're interested in buying six, seven, eight pounds per week.

So based on this data here, buyer one and buyer two are the only individuals in this market; once again, a huge oversimplification. What would the market demand curve look like? Pause this video and try to think that through.

Well, if we go to the various prices—at a price of seven dollars, there is not going to be any interest in any apples, so I could maybe put that right over there at a price of seven dollars. But what happens is the price goes down, and we could just sample what happens when we get to a price of five dollars. Buyer one is still not interested, but buyer two is now willing to buy two pounds per week.

So at a price of five dollars, the market as a whole is willing to buy two pounds from buyer two and zero pounds from buyer one. We'll have a total of two pounds, so right over there, that is at five dollars per pound. The market is willing to demand a quantity of two pounds per week.

Then let's go to three dollars. At three dollars, now buyer one would buy one pound per week, and buyer two would buy five pounds per week. So in total, there would be six pounds demanded, or the quantity demanded would be six pounds. So at three dollars, the quantity demanded is three, four, five, six, so that would put us right about there.

Then last but not least, once again I'm just sampling these points to make the point to you that we really would just add—we would take the sum of these two curves—but we're kind of stacking them horizontally as opposed to vertically because for any given price, we're adding up the quantities.

So let's go to one dollar a pound. At one dollar a pound, buyer one is willing to buy two pounds, and at one dollar a pound, buyer two is willing to buy eight pounds. You put those together: two plus eight, you get ten pounds.

So this was two, three, four, five, six, seven, eight, and then nine and ten. We're going a little bit off the screen here; I could have planned better for it. But let me go all the way over here, so I'll extend my axis—so that's nine, and then this is ten.

So at one dollar, the market would be willing to buy ten pounds per week. You could sum at any other point or any other points in between, and what you would do is you would get a market demand curve that looks a little something like this.

You can see visually what has happened here: for any price value, we are summing the quantities for all of the buyers in the market. Now here, there are only two buyers. Now, if you're doing this in the real world, you might be dealing with millions of buyers, but this is just to understand how a market—or where a market demand curve—is actually coming from.

More Articles

View All
15 Ways to Accelerate Your Journey to $1,000,000
You know, Alexa, accelerating isn’t just about putting your foot on the gas and pushing full steam ahead. In fact, that’s the last step. Before you can accelerate, you have to optimize your machine to run smoothly and efficiently and remove as many obstac…
Different mediums and the tone of the text | Reading | Khan Academy
Hello readers. I would like to show you one of my favorite things I ever wrote. It’s this splash page from a comic I wrote some years ago, illustrated by my friend Core Biladu. You’ll notice it has almost no words in it, at least in this form. Now, let m…
Writing functions with exponential decay | Algebra 1 | Khan Academy
We are told a phone sells for six hundred dollars and loses 25% of its value per year. Write a function that gives the phone’s value ( v(t) ) so value is a function of time ( t ) years after it is sold. So pause this video and have a go of that before we …
Introduction by Kirsty Nathoo
Hi everyone, uh my name is Kirsty. Auu, I’m one of the partners at Y Combinator, and I would like to wish you a very warm welcome to this amazing venue for Startup School. This is our first International Startup School that we’ve done, so we’re very excit…
How Does A Slinky Fall?
[Applause] [Music] Now, at some point growing up, most of us have been captivated by one of these: a slinky. But recently, I found out one of the most mesmerizing things about how it moves is something I’d never seen before: how it falls. So what’s so s…
Worked examples: Definite integral properties 1 | AP Calculus AB | Khan Academy
We want to evaluate the definite integral from 3 to 3 of f of x dx. We’re given the graph of f of x and of y equals f of x, and the area between f of x and the x-axis over different intervals. Well, when you look at this, you actually don’t even have to …