Answer:
800 Recliners
Explanation:
Calculation for the optimal number of recliners the company should make during each production run
Using this formula
Economic Order Quantity (EOQ) =√ [(2 D x S) / C]
Where,
Annual Demand (D) = 6,400 Recliners
Fixed Ordering Cost (S) = $400
Carrying cost per recliner (C) = $8
Let plug in the formula
Economic Order Quantity (EOQ)= √[(2 x 6,400 x $400) / $8]
Economic Order Quantity (EOQ)=√$5,120,000/$8
Economic Order Quantity (EOQ)=√$640,000
Economic Order Quantity (EOQ)= 800 Recliners
Therefore the optimal number of recliners the company should make during each production run will be 800 Recliners
Answer:
Option C Not recoverability test but fair value test
Explanation:
The reason is that the standard on impairment IAS 36 Impairment of Assets says that the assets with indefinite life must tested for impairment every accounting year end. The test only includes whether the fair value of the asset has been decreased or not. This test is helpful by asking questions that asks about the decrease in the life of the asset due to a new legislation, the performance of the asset is fallen (oil is less extracted now than before because the oil is not reachable), etc. The standard does not permits to use Recoverability test as it will come later once the company is sure that the asset fair value has been decreased.
Answer:
1.25
Explanation:
The Capital Asset Pricing model will be used
ße = ßa × [Ve + Vd(1 – T)] / Ve
Here
ße = 1.08
Ve = Value of equity $50 million
Vd = Value of debt $10 million
T is tax rate which is 21%.
By putting the values, we have:
ße = 1.08 × [50 + 10(1 – 21%)] / 50
ße = 1.25
The beta equity of Chocolate Cookie is 1.25 which shows higher risk than average risk.
Seen as it may be 1 of there first jobs you can pay them less because they don't have as much experience as someone has has worked in the job for years
