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yulyashka [42]
4 years ago
9

Crabby Shores stock is expected to return 15.7 percent in a booming economy, 9.8 percent in a normal economy, and 2.3 percent in

a recession. The probabilities of an economic boom, normal state, or recession are 15 percent, 73 percent, and 12 percent, respectively. What is the expected rate of return on this stock?
Business
1 answer:
VLD [36.1K]4 years ago
4 0

Answer:

The expected return on the stock is 9.785%

Explanation:

The expected rate of return on a stock is the return of the stock expected in different scenarios multiplied by the probability that those scenarios will occur. The expected return can be calculated as follows,

r = rA * pA + rB * pB + ... + rN * pN

  • Where,
  • rA, rB to rN expects return under different scenarios
  • pA, pB to pN represents the probabilities of each scenario

Thus,

r = 0.157 * 0.15  +  0.098 * 0.73  +  0.023 * 0.12  

r = 0.09785 or 9.785

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What are all points on the PPF called?​
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On January 1, 2012, Albert invested $6,000 at 8 percent interest per year for three years. The CPI (times 100) on January 1, 201
qaws [65]

Answer:

Inflation in 2012:

=\frac{CPI\ 2013 - CPI\ 2012}{CPI\ 2012}

=\frac{110 - 100}{100}

= 10%

Inflation in 2013:

=\frac{CPI\ 2014 - CPI\ 2013}{CPI\ 2013}

=\frac{120 - 110}{110}

= 9.09%

Inflation in 2014:

=\frac{CPI\ 2015 - CPI\ 2014}{CPI\ 2014}

=\frac{126 - 120}{120}

= 5%

Real rate of interest = Nominal - inflation

Given that,

Nominal rate = 8%

Therefore,

Real interest rate is as follows:

2012:

= 8% - 10%

= -2%

2013:

= 8% - 9.09%

= -1.09%

2014:

= 8% - 5%

= 3%

$6000 at 8% grows to:

= 1000 × 1.08

= $6,480 in one year

which is invested again to grow to $6,998.4 in two years

which is invested again to grow to $7,558.272 in three years

so,

Total gain:

=\frac{7,558.272-6,000}{6000}\times100

= 25.9712%

The price level increases in three years by:

=\frac{CPI\ 2015 - CPI\ 2012}{CPI\ 2012}\times 100

=\frac{126 - 100}{100}\times 100

= 26%

So,

Total real rate of return:

= Total gain - Percentage increase in prices

= 25.9712 - 26

= -0.0288%

5 0
3 years ago
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