Answer:
It is true that raising gasoline prices (either by producing less of it, or by adding taxes) would reduce gasoline use. The concept of price elasticity of demand can helps us explain why.
Explanation:
A good can be either elastic or inelastic depending on its price elasticity of demand. A price elasticity of demand of less than 1 is considered inelastic, while a price elasticity of demand higher than 1 is considered elastic.
Elastic goods are those whose quantity demanded falls or rises more than the price. Inelastic goods are those whose quantity demanded falls or rises less than the price.
Gasoline is a inelastic good in the short-term because even with a price hike, most people will still buy gasoline because they need to move around. However, in the long-term, gasoline becomes more elastic because people replace their buy electric cars, or cars that use less fuel, etc.
What this tells us is that raising gasoline prices can reduce gasoline use in the long-term.
A built-in injustice in this measure is that it affects the poor disproportionally. Poor people also need cars to get around, and a rise in the gasoline price means that they have less money for other basic needs.
Answer:
The price of goods needs to be increased.
Explanation:
Excess demand occurs when the quantity demanded is higher than the quantity supplied. This happens when the price of the good is lower than the equilibrium price. This can happen naturally in the market, or can happen if the government imposes a binding price floor.
The best way to solve excess demand is to raise the price, in order to reach equilibrium. Once in equilibrium, the price will coordinate the quantity supplied and the quantity demanded so that they're roughly equal.
Answer:
(a) If the Bills want to sell tickets to all 8 games by selling eight individual tickets, they have to set the price P = 120 − 10(8) = 120 − 80 = $40. This yields revenue of $40(8) = $320 from each fan.
(b) If the Bills practice second degree price discrimination, they can effectively charge
P = 120 − 10(1) = 120 − 10 = $110 for single games,
P = 110 + 100 + 90 + 80 = $380 = $95/ticket for a 4-game package, and
P = 110 + 100 + 90 + 80 + 70 + 60 + 50 +40 = $600 = $75/ticket for an 8-game package.
Answer:
The answer is: Jamison has $175 in taxes due.
Explanation:
To determine the amount of taxes that Jamison still has to pay, we can use the following formula:
Taxes due = tax liability - (taxes withheld by employer + tax credits)
Taxes due = $7,200 - ($4,400 + $2,625) = $7,200 - $7,025 = $175
Jamison has $175 in taxes due.
Answer: Its D. Save your document Frequently
Explanation: Hoped i helped!
