Question

Функция спроса выражена формулой Qd=10-p,а функция предложения такова Qs=25-2p, где p-цена в уе найти равновесную цену

Answer 1

Решение: нужно приравнять два уравнения 10-p=25-2p  P=15 это и есть равновесная цена

                      

Answer 2

Finding the Equilibrium Price

To find the equilibrium price, we can set the quantity demanded (Qd) equal to the quantity supplied (Qs) and solve for the price (p). The equations given are: - Quantity Demanded (Qd) = 10 - p - Quantity Supplied (Qs) = 25 - 2p

Equating Quantity Demanded and Quantity Supplied

To find the equilibrium price, we set Qd equal to Qs and solve for p: - 10 - p = 25 - 2p

Solving for the Equilibrium Price (p)

By solving the equation 10 - p = 25 - 2p, we can find the equilibrium price: - 10 - p = 25 - 2p - 2p - p = 25 - 10 - p = 15

The equilibrium price (p) is 15. This means that at a price of 15, the quantity demanded will equal the quantity supplied, resulting in market equilibrium.

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