Expected rate of return Probabilities
Booming 22% 5%
Normal 15% 92%
Recession 2% 3%
The expected rate of return on this stock is solved by multiply each expected rate of return to its corresponding probability and getting the sum of all products.
Booming: 0.22 x 0.05 = 0.011
Normal: 0.15 x 0.92 = 0.138
Recession 0.02 x 0.03 =<u> 0.0006</u>
Sum total 0.1496 or 14.96% is the expected rate of return on this stock
Answer:
$16.93
Explanation:
Current stock price = dividend ( 1 + growth rate) / required return - growth rate
$1.4(1.04) / 0.126 - 0.04 = $16.93
Answer:
(a) 10.4%; 16.73%
(b) 6.33%
Explanation:
Given that,
Wages paid to the workers in 2016 = $25 per hour
Price level in 2016 = 241
Wages paid to the workers in 2017 = $41 per hour
Price level in 2017 = 245
Real wage rate in 2016:
= (Nominal wages ÷ Price level) × 100
= ($25 ÷ 241) × 100
= 0.104 × 100
= 10.4%
Real wage rate in 2017:
= (Nominal wages ÷ Price level) × 100
= ($41 ÷ 245) × 100
= 0.1673 × 100
= 16.73%
Therefore, the real wage increase received by these workers in 2017 is calculated as follows:
= Real wage rate in 2017 - Real wage rate in 2016
= 16.73% - 10.4%
= 6.33%
Hence, these workers do get a raise between the two years.
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