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Answer:false
Explanation:
The current gdp of us is estimated to about $21427.1 billion.
So if beer market is estimated to be $106 billion, the percentage is ($106/$21427.1)*100
= 0.004947*100
=0.4947%
0.497% is not up to 2%
When a tax distorts incentives to buyers and sellers so that fewer goods are produced and sold, the tax has caused a deadweight loss.
<h3>What is meant by deadweight loss?</h3>
- The gap between the production and consumption of any given good or service, including taxes, is referred to as deadweight loss in economics. Deadweight loss is most frequently detected when the quantity generated compared to the quantity consumed deviates from the ideal surplus concentration.
- Overproduction of commodities results in a loss of money. For instance, a baker might only sell 80 of the 100 loaves of bread they produce. There will be a deadweight loss since the 20 remaining loaves will become moldy and dry, and they will need to be thrown away.
- The loss in economic activity that results when the market pricing of products or services change negatively affects consumers and businesses is referred to as deadweight loss.
- You need to know the change in price and the change in quantity demanded in order to compute deadweight loss. Deadweight Loss is calculated using the following formula:. 5 * (P2 - P1) * (Q1 - Q2).
When a tax distorts incentives to buyers and sellers so that fewer goods are produced and sold, the tax has caused a deadweight loss.
To learn more about deadweight loss, refer to:
brainly.com/question/21335704
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Answer:
131.6%
Explanation:
Total assets is $50 billion
Liabilities = 50-stock holder equity which is $12 billion
= 50-12
= $38 billion
Therefore the debt to assets ratio can be calculated as follows
= 50 billion/38 billion
= 1.3157×100
°= 131.6
Hence the debts to assetsrayion is 131.6%
Answer:
Final Value= $120
Explanation:
Giving the following information:
How much is $100 to be received in exactly one year worth to you today if the interest rate is 20%.
We need to calculate the future value of the principal and the compounded interest:
FV= PV*(1+i)^n
FV= 100*1.20^1= $120
