Answer:
NPV =$(36,602.61)
Explanation:
<em>The Net present value (NPV) is the difference between the Present value (PV) of cash inflows and the PV of cash outflows. A positive NPV implies a good and profitable investment project and a negative figure implies the opposite. </em>
NPV = PV of cash inflows - PV of cash outflows
<em>PV of cash inflow= A × (1- (1+r)^(-n)/r</em>
A- net cash inflow 1,950, r- discount rate- 15%, n- number of years- 3
PV of cash inflows = 1,950 × ((1- (1.15)^(-3))/0.15
= 4,452.28
<em>PV of scrap value = F ×(1+r)^(-n)</em>
F- Scrap value - 6000, r- discount rate = 15% n- number of years- 3
PV of scrap value = 6,000 ×(1.15)^(-3)=3,945.09
NPV = 4,452.28 + 3,945.097 - 45,000
=
(36,602.61)
NPV =$(36,602.61)
Answer: This interview is a Sequential interview because Sequential interviews are a series of interviews in which the candidate is evaluated by several supervisors. Sequential interviews are common in large companies and usually a Human Resources specialist, the department head and a senior supervisor are involved.
Answer:
La teoría de juegos es un área de la matemática aplicada que utiliza modelos para estudiar interacciones en estructuras formalizadas de incentivos (los llamados «juegos»). La teoría de juegos se ha convertido en una herramienta sumamente importante para la teoría económica y ha contribuido a comprender más adecuadamente la conducta humana frente a la toma de decisiones. Sus investigadores estudian las estrategias óptimas así como el comportamiento previsto y observado de individuos en juegos. Tipos de interacción aparentemente distintos pueden en realidad presentar una estructura de incentivo similar y, por lo tanto, se puede representar mil veces conjuntamente un mismo juego
Explanation:
Answer:
bcoz God has given us everything
Explanation:
and we should have the habit to pray to god everyday. It's a good habit
Answer:
If sales fall by 20 percent from 1,000,000 papers per month to 800,000 papers per month, <em>Average Fixed Costs will increase from $1.85 per paper to $2.31 per paper.</em>
Explanation:
The fixed costs mentioned add up to 600,000 + 1,250,000 = $1,850,000 per month
The other costs mentioned (printing cost and delivery cost) are variable with output (per paper).
As fixed costs are the same regardless of output, falling sales will reduce the quantity on which fixed cost are spread (to calculate fixed cost) and thus make average fixed cost increases.
In this case, it increases from 1,850,000/1,000,000 (= $1.85 per paper) to 1,850,000/800,000 (= $2.31 per paper)
