Assume the marker demand and supply curves for a product in...

Assume the marker demand and supply curves for a product in a perfectly competitive market are $P=100-0.50\left(Q_{\mathrm{D}}\right) \quad$ demand curve $P=2+4.0\left(Q_{\mathrm{S}}\right)$ supply curve If this market converges to equilibrium, the equilibrium price and quantity would be a. $P=108.89$ and $Q=45.56$ b. $P=45.56$ and $Q=108.89$ c. $P=110$ and $Q=43$ d. $P=43$ and $Q=110$

Assume the marker demand and supply curves for a product in a perfectly competitive market are $P=100-0.50\left(Q_{\mathrm{D}}\right) \quad$ demand curve $P=2+4.0\left(Q_{\mathrm{S}}\right)$ supply curve
If this market converges to equilibrium, the equilibrium price and quantity would be
a. $P=108.89$ and $Q=45.56$
b. $P=45.56$ and $Q=108.89$
c. $P=110$ and $Q=43$
d. $P=43$ and $Q=110$

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Key Concepts

Supply Curve

A supply curve illustrates the relationship between the price of a good and the quantity of that good that producers are willing to offer for sale. It generally slopes upward, indicating that higher prices motivate producers to supply more of the good.

Equilibrium Calculation

The process of finding market equilibrium involves setting the demand function equal to the supply function and solving for the price and quantity that satisfy both conditions simultaneously. This method provides the point at which the market clears, with no excess supply or demand.

Market Equilibrium

Market equilibrium in a perfectly competitive market is the state where the quantity demanded by consumers equals the quantity supplied by producers, resulting in a stable market price and quantity where there is no tendency for change unless external forces shift the demand or supply curves.

Demand Curve

A demand curve is a graphical or algebraic representation of the relationship between the price of a good and the quantity of that good that consumers are willing to purchase. It typically shows an inverse relationship, meaning that as the price falls, the quantity demanded rises.

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