Answer:
Premium is likely to be $180.00
Explanation:
Two players have 40% chance of slipping
Equally,two players have 20% chance of slipping
bruise cost per slip is $150
Premium=40% chance of slipping*bruise cost*2 players +20% chance of slipping*bruise cost*2 players
Premium=40%*$150*2+20%*$150*2
Premium=0.4*$150*2+0.2*$150*2
premium=$60*2+$30*2
premium=$120+$60
premium=$180.00
If the insurance company offers bruise insurance to the players ,the premium is likely to be in the region of $180.00
Answer:
Explanation:
a. Parties who legally own the company
The kind of corporation that is owned by the shareholders is a stock insurer. While when policy holders elect board of directors then that is call a mutual insurer. This board of director enjoys control over the management control of the corporation.
b. Right to assess policyholders additional premiums
An asses sable policy can not be issued by the stock insurers, however policy of such kind can be issued by the mutual insurer. For mutual insurer, this policy depends on what kind of insurer is in place.
c. Right of policyholders to elect the board of directors
For stock insurer, its is the stockholders who elect the board of directors. While for mutual insurer, its the owners who elect the board of directors who have an effective control over the management.
Answer:
1.90
Explanation:
Calculation for how many cells that the company require to satisfy predicted demand
Using this formula
Numbers of cell=Projected annual demand/Annual capacity per cell
Based on the information given we were told that Annual demand is 50,000 units in which it is forecasted that within 2 years it will tripple which means that Annual demand will be calculated as:
Projected annual demand = 50,000*2 years
Projected annual demand=100,000
Let plug in the formula
Numbers of cell=100,000÷(220 units/day × 238 days/year)
Numbers of cell=100,000÷52,360
Numbers of cell=1.90
Therefore the amount of cells that the company require to satisfy predicted demand will be 1.90
Answer:
option (b) $69,768
Explanation:
Data provided in question:
Estimated manufacturing overhead = $73,440
Estimated machine-hours = 1,800
Actual manufacturing overhead = $68,700
Actual machine-hours = 1,710
now,
The predetermined overhead rate = 
or
The predetermined overhead rate = 
or
The predetermined overhead rate = $40.8 per hour
Therefore,
The applied manufacturing overhead for the year
= Actual machine-hours × predetermined overhead rate
= 1,710 × $40.8
= $69,768
Hence,
the correct answer is option (b) $69,768
