Ratio and proportion is a useful method in determining a value using a known constant in ratio form. In this case, the ratio of cost to price is always 1/4. Hence, the solution goes as follows:
1/4 = 33.85/price
Price = 33.85*4
Price= $135.4
Answer:
A: Demand of euros in foreign market.
B: Supply of Euros
C: Demand of Euros
D: Demand of Euros
E: Supply of Euros
F: Demand of Euros
G: Supply on Euros.
It is Based on The <u>Risk</u><u> </u><u>Level</u><u>.</u><u> </u>
Answer:
c. The "apparent," but not necessarily the "true," financial position of a company whose sales are seasonal can change dramatically during a given year, depending on the time of year when the financial statements are constructed.
Explanation:
Financial statements are used to show the financial activity of a business within a given period.
One of the principles of a accounting is periodicity. This requires businesses to report their financial position at regular intervals consistently, and not in an inconsistent manner. So if a business reports their finances twice a year. At year end and at mid year, it is possible that at mid year due to seasonal sales performance will be high and business is perceived to be highly profitable.
But financial report at end of year in the off-season will show low performance.
So for seasonal businesses there can be apparent view of a business during the year that can change dramatically because of time at which reports are made.
Answer:
d. six or seven
Explanation:
Given that:
Daily demand for the grip = 3000 units
average waiting time = 0.20 day
processing time = 0.10 day / container
a container holds = 150 grips
percentage of policy used = 10% = 0.10
The objective of this question is to determine the amount of Kanban containers would Jewel require.
the amount of Kanban containers = Demand ( wasting time + processing time)(1+percentage policy)/ amount of container holding
the amount of Kanban containers = 3000( 0.2 + 0.1) ( 1+ 0.10)/ 150
the amount of Kanban containers = 3000 ( 0.30) (1.10)/150
the amount of Kanban containers = 990/150
the amount of Kanban containers = 6.6
SO we can infer that the amount of Kanban containers would Jewel require if a 10% policy variable is used falls within the range of six or seven.
