Answer:
Investment in Trading Securities of $57,000
Explanation:
Based On the information given we were told that the FAIR MARKET VALUE of those investments totaled the amount of $57,000 which therefore means that As a result of these investments, Roger Company will report INVESTMENT IN TRADING SECURITIES of the amount of $57,000.
B. A number of joins used in report query.
C. A number of records returned by report query.
Explanation:
A report on the results of something is a survey. These are generated annually by government bodies that have to prove that the money was spent correctly and accurately, funded by public money.
Such reports should include metrics of success that assess the organization's accomplishments and its services. The statistics that, for instance, show the number of arrests, number of convictions by category of crime and the increase in crime rates for a police department.
Answer:
between 4% and 20%
Explanation:
Given that :
Expected return = 12%
Standard deviation = 8%
The return on stock Z can be calculated thus
Interval = expected return ± standard deviation
Lower boundary = 12% - 8% = 4%
Upper boundary = 12% + 8% = 20%
Hence, return on stock Z will be between 4% and 20%
Answer:
Ernesto's payoff will be zero and Timothy's payoff will also be zero.
Explanation:
Ernesto and Timothy are involved in a game of rock, paper, scissors.
If a player wins his payoff is 1. If a player loses his payoff is -1.
If both players tie their payoff is 0.
Here, both Timothy and Ernesto chose paper. So, there will be a tie between them.
Thus, both of them will have zero as a payoff.
Answer:
$ $47,275.00
Explanation:
<em>A sinking funds entails setting aside for investment an equal amount of money invested at a certain rate of interest over a definite period of time to accumulate at target future amount.</em>
<em>The accumulated amount could either be for the repayment of a loan amount or to finance the acquisition of a capital asset.</em>
The total amount hat will accumulate in the fund at the end of 20 years will be determined using the formula below
FV = A × ( (1+r)^n - 1 )/r
A- 1000, n - 20, r = 10%
FV = 1,000 × ( (1.1^20) - 1 )/ 0.1
FV =1000 × 47.2749
FV =$ 47,275.00
FV = $47,275.00