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Nesterboy [21]
3 years ago
13

Transportation stocks currently provide an expected rate of return of 15%. TTT, a large transportation company, will pay a year-

end dividend of $3 per share. If the stock is selling at $60 per share, what must be the market's expectation of the constant-growth rate of TTT dividends?
Business
1 answer:
steposvetlana [31]3 years ago
6 0

Answer:

The answer is: 10% constant growth rate

Explanation:

Since transportation stocks provide a 15% rate of return, TTT stock should also provide the same rate of return. We can expect to earn $9 (= $60 x 5%) every year from our investment in TTT stocks. We are receiving $3 as dividends, so the constant growth rate should equal the difference between the expected return minus the dividend payments:

  • $9 - $3 = $6; $6 represents 10% of the current stock price

We can also calculate this with the following formula:

expected return rate = (dividends / price) + growth rate

15% = (3 / 60) + g

15% = 5% + g

10% = g

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Answer:

land rents were high because grain prices were high..

Explanation:

grain prices were high because land rents were high.

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David Ricardo was a classical economist known for various economic theory. Some of his theories include :

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David Ricardo defined rest as the part of the produce of an agricultural land that is paid to the landowner for the use of the land.  He postulated that  benefits of an increase in prices of grain accrue to land owners in the form of rent

He used this theory to answer a question that arose during the Napoleonic wars (18.05-1815)  when there was a great increase in corn and land prices. The question was : Did the rise in land prices raise the price of corn or did the high price of corn increase the demand for land and led to an increase in the price of land ?

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3 years ago
A bank has three assets. It has $75 million invested in consumer loans with a three-year duration, $39 million invested in T-bon
dalvyx [7]

Answer:

A. 6.50 years

Explanation:

Let C represent consumer loans,

T represent T-bonds and

t  represent T-bills

Portfolio duration = wC*dC + wT*dT + wt*dt

w = weight of...

d= duration of ....

Find the weights;

Total amount invested = 75 + 39 + 18 = 132 mill

wC = 75 / 132 = 0.5682

wT = 39 / 132 = 0.2955

wt = 18 /132 = 0.1364

Portfolio duration = (0.5682*3) +(0.2955*16) + (0.1364*0.5)

= 1.7046 + 4.728 + 0.0682

= 6.50 years

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