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In economics, supply and demand tells us how much people will buy and at what price. But what about when you want to find the exact point when supply equals demand? The equilibrium quantity tells us where that exact point is. In this article, we’ll walk you through the simple linear equations you need to know in order to find equilibrium price and quantity in just a few minutes.

Things You Should Know

  • Plug your numbers into the supply and demand equations:
    • Qs = x + yP
    • Qd = x - yP
  • Use Qd = Qs to find the equilibrium price.
  • Plug the price, or P, into either the supply equation or the demand equation to solve for equilibrium quantity.
1

Plug your numbers into the supply function.

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  1. The supply equation is .
    is the units supplied, and is the quantity, or amount, of units. represents the price of each unit (typically in dollars). Look at your problem and plug in your numbers for the supply equation.[1]
    • For instance, let’s say that you are calculating the equilibrium quantity of calculators. The price of each calculator, or unit, is $5 (). At $5, the supplier can supply 2 calculators (). Therefore, your equation would be
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2

Insert the demand into the demand function.

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  1. The demand equation is .
    is the number of demanded units. In this equation, is the quantity and is still the price of your unit in dollars. Take a look at your problem and plug in the numbers to the demand function.[2]
    • Continuing our example from above, let’s say that the price of a calculator is $2 (), and the demand for a calculator at that price is 16 (). The demand equation would be .
6

Insert the P value and solve to find the equilibrium quantity.

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  1. You can choose either the demand equation or the supply equation (since both are equal, they will both give you the same answer). In the example below, we will use the demand equation, which is . Take the price, P, (which we now know is $2), and plug it into the equation.
    • You now know that the equilibrium quantity is 12, which means that at $2 per calculator, consumers will purchase 12 of them.
      • To use the supply equation, your answer would be:

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About This Article

Andrew Lokenauth
Co-authored by:
Finance Executive
This article was co-authored by Andrew Lokenauth and by wikiHow staff writer, Hannah Madden. Andrew Lokenauth is a Finance Executive who has over 15 years of experience working on Wall St. and in Tech & Start-ups. Andrew helps management teams translate their financials into actionable business decisions. He has held positions at Goldman Sachs, Citi, and JPMorgan Asset Management. He is the founder of Fluent in Finance, a firm that provides resources to help others learn to build wealth, understand the importance of investing, create a healthy budget, strategize debt pay-off, develop a retirement roadmap, and create a personalized investing plan. His insights have been quoted in Forbes, TIME, Business Insider, Nasdaq, Yahoo Finance, BankRate, and U.S. News. Andrew has a Bachelor of Business Administration Degree (BBA), Accounting and Finance from Pace University. This article has been viewed 97,985 times.
25 votes - 67%
Co-authors: 6
Updated: December 9, 2024
Views: 97,985
Thanks to all authors for creating a page that has been read 97,985 times.

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