Business, 21.02.2020 22:02 priarm8799

Uppose the government imposes a price ceiling of $110. This price ceiling is , and the market price will be. The quantity supplied will be, and the quantity demanded will be. Therefore, a price ceiling of $110 will result in .

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Answer from: KingMack1136

1. his price ceiling is biding.

2. The market price will be $110 since it is binding

3. The quantity supplied will be reduced by the suppliers.

4. The quantity demanded will be increased by the buyers.

5. Therefore, a price ceiling of $110 will result in a shortage.

Explanation:

A price ceiling is a government or legally imposed maximum price or price limit at a good must be sold. The price ceiling is usually set below the equilibrium price determined by the forces of the demand and supply in order to prevent the good becoming too expensive for the consumers.

When there is a price ceilings quantity demand will be higher than the quantity supplied and this will result in a shortage. This is demonstrated with an example below.

Check the following example

For example, let us assume that government imposed a price ceiling of $60 when the quantity supplied by the supplier is QS = 4P , and the quantity demand is by the consumers is QD = 400−P.

The equilibrium price determined by the forces of demand and supply without the government intervention will be as follows:

QS = QD

4P = 400 - P

4P + P = 400

5P = 400

P = 400 ÷ 5

P = $80

This shows that the equilibrium price of $80 is higher than the price ceiling of $60 which is binding.

At P = $80, the quantity demanded (QD) and supplied (QS) will be equal. That is:

QS = 4P

= 4 × 80

QS = 320

QD = 400 - P

= 400 - 80

QD = 320

This implies that at market determined price of $80, QS = QD = 320 units.

But at P = $60 price ceiling, we will have:

QS = 4P

= 4 × 60

QS = 240

QD = 400 - P

= 400 - 60

QD = 340

QD - QS = 340 - 240 = 100 units shortage.

This implies that at the price celing of $60, QS ≠ QD, this resulted into a 100 units shortage.

Answer from: Quest

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Answer from: Quest

explanation:

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