Answer:
The BCWS is also known as Planned Value (PV).
So, in this way, <em>PV = 3.125.000</em>
Explanation:
With the data we can obtain the PV as follows:
First, let's calculate EV as EV = CV + AC.
EV = -500.000 + 4.000.000 = <em>3.500.000</em>
After this, we can calculate PV with this formula: SPI = EV/PV
PV = EV/SPI
PV = 3.500.000/1.12 = <em>3.125.000</em>
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<em>We can conclude, with these results, that the project actually is forward about the schedule but with an overcost about the budget. In other words, the project advance must be 41% but now is on 36% due to the negative variance on the costs (CV).</em>
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Answer:
true
Explanation:
if the job gets to you and you mad then when a person needs help me may loose your temp
Available options are:
A) Cost principle.
B) Principle of the business entity.
C) Objectivity principle.
D) Going-concern assumption
Answer:
Option A Cost Principle
Explanation:
The cost principle says that the asset must be recorded at the amount that it costs in past to company. However IAS 16 Property, Plant & Equipment says that the land must not be depreciated because the life of the land is unlimited. Furthermore, revaluing asset is against the cost principle because it increases its value above the past cost of the asset. Hence the correct option here is cost principle.
Answer:
B.0.83
Explanation:
Data provided in the question
Total machines Available = 600
Number of machines used in a given year = 500
So by considering the above information, the utilization of spinning machines is
Utilization = Resource used ÷Resource available
= 500 ÷ 600
= 0.83
By dividing the resources used with the resources available we can get the utilization and the same is applied
Answer:
c. $1.0 million for Lopes and by $1.5 million for HomeMax.
Explanation:
If Lopes and HomeMax both wants to maximize their profits they should choose a strategy which is beneficial for both of them. If both choose to increase the size of store and parking lot this will bring them maximum returns according to the matrix. They will be Nash equilibrium state which is a stable state.
