Answer: D. 2.2%
Explanation: Equity Dividend Rate is calculated by dividing the Before Tax Cash Flow by the Acquisition price. If you need the answer in percentage form, you then multiply by 100.
Here, before-tax cash flow = $11,440
Acquisition price = $520,000
So Equity Dividend Rate = 
X 100
Equity Dividend Rate = 2.2%
In this question, you do not need the Net Operating Income (NOI). You only need the NOI if the Before Tax Cash Flow is not given and the debt service payment is. If this is the case, you subtract the debt service payment from the NOI to get the Before Tax Cash Flow.
It’s the second one
(Send extra money each month)
Hope this helps!
The correct option is, the quantity of tires bought and sold in the market is reduced.
<h3>When tires are taxed and sellers of tires are required to pay the tax to the government?</h3>
- The amount of tires purchased and sold on the market decreases when tires are taxed and tire vendors are compelled to pay tax to the government.
- The loss of consumer and producer surpluses that are not accounted for in government revenue.
<h3>When a tax is placed on a product the price paid by buyers?</h3>
- In general, taxes increase the price consumers pay, decrease the price sellers receive, and decrease the amount of goods sold.
- A tax must result in a deadweight loss if it is imposed on a good and sales volume is decreased.
<h3>What is deadweight loss?</h3>
- The cost of market inefficiency, which happens when supply and demand are out of balance, is known as a deadweight loss.
- Deadweight loss, a term mostly used in economics, refers to any deficit brought on by an ineffective resource allocation.
Learn more about taxed here:
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Answer:
Probability, P(n) = 3/8
Explanation: Let standard delivery be S and express delivery be E.
I) When the parcels were sent:
S(n) = 75/100 and E(n) = 25/100
II) When the parcels arrived:
S(n)← = 80/100 and E(n)← = 95/100
The probability a record of a parcel delivery is chosen, P(n) = S(n)*E(n) + E(n)*S(n) = 75/100*25/100 + 25/100*75/100
P(n) = 3/16 + 3/16 = 6/16
∴ P(n) = 3/8
