Answer:
You will need to have $ 55,006.94
Explanation:
We need first to consider the following details according to the problem
We have a Annuity amount of $ 2900, a Rate(r)= 0.51%, and a Time(n)= 5 years (or 20 quarters )
.
To reach to the money that we would need to have in the bank today to meet the expense over the next four years we use the following formula:
PVA= annuity amount × [1 - (1 / (1 + r)n)] / r
PVA= $ 2900 x[ 1-{ 1/(1+0.0051)20)]/0.0051
PVA= $ 55,006.94
Answer:
The correct answer is Decider.
Explanation:
The decision-maker is the one who decides in part or all of the purchase of a certain institution or company, when moving to the political sphere it is translated as one who makes the decisions within the so-called important aspects, whether in the case of health, education or Another within the functions of the state, the decision makers are also called "decision makers" who can also be recognized as the political responsible.
Answer:
<em>Bureaucratic </em>
Explanation:
Bureaucratic control is a control method used in administration that relies heavily on strict recording, reporting, tracking, employee productivity evaluation.
Bureaucratic management involves the implementation of a systematic system of rules and procedures for controlling people's actions and behavior.
To work efficiently,<em> it often requires expensive information systems and computer software.</em>
The main benefit of this type of control is clear objectives and obligations, the main disadvantage is high costs and decreased inventiveness and innovation.
Answer:
$3.76
Explanation:
Calculation of the implied value of each warrant
First step is to find the straight-debt value
Straight-debt value:
N = 20
I/YR = 15
PMT = −120
FV = −1000
PV = $812.22
Using this formula
Total value = Straight-debt value + Warrant value
Where,
Total value =$1,000
Straight-debt value=$812.22
Warrant=50
Let plug in the formula
$1,000 = $812.22 + 50
Second step is to find the warrant value
Warrant value= ($1,000 −$812.22)/50
=$187.78/50
=$3.7556
Approximately $3.76
Therefore the implied value of each warrant will be $3.76