Answer:
expected return = 12.03%
Explanation:
using the dividends growth model we can calculate the required return

2.22 x 1.03 = 2.2866
We must remember that the gordel model is used with next year dividends
2.2866(return - 0.023) = 19
2.2866/19 +0.023 = return
return = 12.03%
Answer:
Neutrino Industries must sell <u>8.68 million shares</u> to raise $400 million.
Explanation:
To calculate this, let B represents the number of shares Neutrino Industries must sell. Therefore, we have:
Gross proceeds = $49 * B, or $49B
Underwriter charges = 6% * $49B = $2.94B
To raise $400 million, we deduct the underwriter charges from gross proceeds and solve for B as follows:
$49B – $2.94B = $400,000,000
$46.06B = 400,000,000
B = 400,000,000 / 46.06
B = 8,684,324.79 shares, or 8.68 million shares.
Therefore, Neutrino Industries must sell <u>8.68 million shares</u> to raise $400 million.
Answer:
B. the passage of time.
Explanation:
Price elasticity of supply measures how sensitive quantity supplied are to changes in price.
Price elasticity of supply is determined by the passage of time.
Typically, in the short run, the elasticity of supply is usually inelastic. Prices do not usually impact quantity supplied because in the short run, some of the factors of production are fixed. But in the long run, the price elasticity of supply are more elastic.
The other factors listed above in the options affect the price elasticity of demand.
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<h3>Definition of transfer:</h3>
Transfer is defined as moving or shifting from one person, location, or circumstance to another to cause anything to be passed from one to another convey modify, alter.
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The Yield to call is 7.30%
Par value of Bond (FV) = $1,000
Annual Coupon (A) = 8%*1,000 = $80
Years until maturity = 8
Current YTM = 7.5%
We need to calculate the Current Price of Bond (PV)
PV = 80 * (P/A, 0.075, 7) + 1000 * (P/F, 0.075, 7)
PV = $1,026.48
Call Price = $1,010
Call Period = 3 years
Yield to call = ytc
1026.48 = 80* (P/A, ytc, 3) + 1010 * (P/F, ytc, 3)
Using the <em>trail and error </em>method,
Yield to call = 7.30%
In conclusion, the Yield to call is 7.30%
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