The effective annual rate is 8.33%.
we can calculate the effective nominal annual rate by using this formula;
r = e∧i - 1
e is the constant = 2.718
i = compounded annual nominal rate = 8% = 0.08
r = 2.718∧ (0.08) - 1
= 1.0833 - 1
= 0.0833 = 0.0833 x 100 = 8.33%
Answer:
32
Explanation:
First bounce = 13 / 14 × 10 = 130 /14
using geometric progression where the common ratio = 13/14, the first bound = 130/14
ar^n-1 < 1
substitute the values into the equation
130 /14 × 13/14^(n-1) < 1
(13/14)^n-1 < 1÷ (130/14)
(13/14)^n-1 < 14 / 130
take log of both side
log (13 /14)^n-1 < log ( 14/130)
n-1 log (13 /14) < log ( 14/130)
since log (13/14) negative
n-1 > (log( 14/130)) ÷ ( log (13/14)
n - 1 > 30.07
n > 30.07 + 1 > 31.07
The 32 bounce will the first less than 1 foot
Solution :
The risk averse is the person who wishes to reduce the uncertainty attached to the money.
Certain income = $2000.
50-50 chance of 1000 and 3000 would income expected income of
(0.5 x 1000) +(0.5 x 3000) = 2000
Both of them gives an equal amount of income while there is uncertainty attached with the second case which makes the risk averse person disincline to follow.
Hence the statement is FALSE.
Assume that the population level in a country is X. 5 percent of the population are likely to get affected by the disease due to which it makes a population of 0.05 X population to be effected by the disease. The population level will cost $38,000, hence making the total healthcare cost to be 1900 X.
Answer: Price of stock at year end =$53
Explanation:
we first compute the Expected rate of return using the CAPM FORMULAE that
Expected return =risk-free rate + Beta ( Market return - risk free rate)
Expected return=6% + 1.2 ( 16%-6%)
Expected return= 0.06 + 1.2 (10%)
Expected return=0.06+ 0.12
Expected return=0.18
Using the formulae Po= D1 / R-g to find the growth rate
Where Po= current price of stock at $50
D1= Dividend at $6 at end of year
R = Expected return = 0.18
50= 6/ 0.18-g
50(0.18-g) =6
9-50g=6
50g=9-6
g= 3/50
g=0.06 = 6%
Now that we have gotten the growth rate and expected return, we can now determine the price the investors are expected to sell the stock at the end of year.
Price of stock = D( 1-g) / R-g
= 6( 1+0.06)/ 0.18 -0.06
=6+0.36/0.12
=6.36/0.12= $53
Answer:
$10
Explanation:
10% of 100 is 10. 100÷10=10
