What is the Net Present Value of this series of annual cash flows at an interest rate of 14% per year: Year
0:
<$4,000>, Year 1: $2,000, Year 2: $0, Year 3: $0, Year 4 to indicate a negative number).
A.
$214.37
B.
<$67.49>
C.
$122.71
D.
$1.21
E.
<$179.41>
How many monthly deposits of $50, beginning next month, will you need to make into an account that pays 6% per year, compounded monthly, before you will have $20,000?
A. 110.59
B. 201.49
C. 400.00
D. 220.27
E. 287.71
How much would you need to deposit today in order to be able to withdraw $2,500 in 2 years and $1,500 in 5 years, if the account has nothing in it today and interest is 8% per year, compounded annually?
A. $2,722.33
B. $3,429.36
C. $3,164.22
D. $4,000.00
E. $3,378.18
A stock has the following returns over 4 years: +5%, -6%, +8%, +3%. The annual arithmetic and geometric rates of return over the 4 years are:
A. 5%; 5.57%
B. 2.5%; 9.79%
C. 10%; 9.79%
D. 2.5%; 2.36%
What is the annual Internal Rate of Return of this series of annual cash flows: Year 0: <$15,000>, Year 1: $5,000, Year 2: $8,000, Year 3: $11,000? (Note that the <> are used to indicate a negative number).
A. 27.12%
B. 23.74%
C. 25.55%
D. 26.61%
E. 24.02%
You are examining a group of 4 stock analysts within an industry. The average stock analyst correctly predicts the direction of a given stock 51% of the time. For these analysts, their accuracy has been 40%, 50%, 60%, and 70%. What is the mean absolute deviation of their accuracy from the average?
A. 12%.
B. 10%.
C. 15%.
D. 9%.
Assume the least squares equation is Y' = 10 + 20X. What does the value of 20 indicate?
A. For each unit increased in Y, X increases by 20
B. Y intercept
C. None of these answers
D. For each unit increased in X, Y increases by 20
Two events, A and B, are independent if:
A. P(A and B) = 1
B. P(A and B) = P(A) + P(B)
C. P(A and B) = 0
D. P(A and B) = P(A) P(B)
If you deposit $4,250 today into a savings account paying 6% per year, compounded semiannually, how much is in your account in 4 years?
A. $5,365.53
B. $6,773.85
C. $6,000.00
D. $4,783.41
E. $5,383.77
The probability of the occurrence of an airplane crash and a successful resolution to a labor strike is called:
A. a conditional probability.
B. an unrelated probability.
C. a joint probability.
D. an unconditional probability.
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