Answer:$4,500---B, ie the 2nd option
Explanation:
From April to December we have 9 months
Interest Expense is given as Loan x Interest Rate x duration
Interest Expense = 50000 x 12% x 9/12 =
50,000x 0.12x9/12= $4,500
Answer:
revised annual depreciation will be : 13710
Explanation:
After revision the remaining life of equipment shrank down to 2 years, so the depreciation working will be worked out to adjusted the impact of decreasing of useful life.
As per existing information the depreciation charges are calculated as :
(Cost-Salvage Value)/Useful life= (49700-4000)/10 = 4570
Accumulated Depreciation indicates that 4 years have past by (18280/4570)
now remaining years are 6 which will be reduced to 2 after revision so the new working will be as follows:
Remaining Cost :31420 (49700
-18280)
Salvage Value : 4000
Revised Remaining Useful Life : 2
Revised Calculated Depreciation Annual : (31420-4000)/2 = 13710
It can be further verified through simple math also:
Adding annual depreciation of remaining 2 years : 13710
+13710
=27420
Value available for depreciation after salvage value : 31420
-4000= 27420
Answer:
1495 filters are considered as safety stock.
Explanation:
d = 80 filters, std devd= 5, L = 14 days, std dev L= 2 days
Std dev dL = Sq rt ( Lσ d2 + d 2σ L2 ) = sq rt ( 350 + 25600) = 161 filter
z= 2.33 at 99% SL
safety stock = 2.33 X 161 = 375 filter
Reorder point = dL + Safety stock = 80 X 14 + 375 = 1495 filters
Answer:
C) propagating certain cultural stereotypes
Explanation:
This is true not only for advertising but also for many mass media products. The problem is that sometimes reality is very different than the stereotypes that are portrayed.
One of the most controversial issues is the models' weight. Models tend to be usually much thinner than regular people, and that leads to a misconception that being extremely thin is good and healthy. Besides personal beauty preferences, a girl who is 5 foot 10 and weighs only 100 pounds is not healthy.
Similar issues like portraying certain family or lifestyle stereotypes may also have positive or negative effects on the audience since advertisement reaches millions of people.
