Answer:
immune to liability
Explanation:
Based on the information provided within the question it can be said that the Under federal law, Broadband is immune to liability. This means that they are not obligated to take responsibility for the consequences that may arise from the information that they have provided. Similar to the The Whistleblower Protection Act of 1989 which protects employees from liability when providing information about the illegal actions of their employer.
The free-enterprise system discourage entrepreneurs who waste resources because They can't make a profit and are forced out of business.
<h3>What is free-enterprise system?</h3>
Free enterprise can as well be described as the free market or capitalism, which is a economic system that is been driven by supply and demand.
In this Private businesses as well as the consumers control the marketplace , however free-enterprise system discourage entrepreneurs who waste resources because They can't make a profit and are forced out of business.
Learn more about free-enterprise system at:
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Answer:
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Answer: Dead weight loss-= $3750
Explanation:
QD = 800 – 10P
QS = 50P – 1,000,
At equilibrium, quantity demanded is equal to quantity supplied , so we have that, equating the two equations becomes
800 - 10p = 50p - 1000.
800 + 1000 = 50p + 10p
1800 = 60p
p = $30.
QD= QS= 800 - 10*30 = 500 units
QD= QS= 50x30 -1000= 500 units
Qd = Qs = 500 units.
When P = $25 by government putting a price ceiling, which is below the equilibrium price,it will lead to more demand than supply in the market
QD = 800 – 10P
QD= 800-10X25
QD=800-250= 550units
QS = 50P – 1,000,
Qs = 50 X25 - 1000
= 1,250-1000
QS = 250 units.
When quantity demanded =250units as a result of Quantity supplied at 250units. we will have our new price to be
QD = 800 – 10P
250 = 800 - 10p
10p = 800 -250
10p = 550
p = $55.
To calculate Dead weight Loss, we use the formulae,
0.5 x (P2 - P1) x (Q1 - Q2) where P1 and P2 are old and new prices and Q1 AND Q2 are old and new quantities
DWL = 0.5 x (55-25) X (500-250)
= 0.5 x 30x 250
Dead weight loss = $3750.