Answer:
69.83%
Explanation:
Calculation for Kim Altman percentage return on the funds she invested in the stock
Calculation for Kim’s own money =
$5100 x .4 = $2040
Caluculation for total Long Position =
$34 x 200 = $6800
Calculation for Interest Borrowed =
$3060 x .09 = $275.4
Total gain/profit =
$6800 - $5100 - $275.4
= $1424.60
Percentage on Return
= $1424.60 / $2040 = .6983
.6893x 100 = 69.83%
Therefore the percentage return will be 69.83%
Answer:
The answer is "Option B"
Explanation:
In this question, Higher incomes and profits are correct because it minimizes the congestion operating frequency by 10%. It takes a long time and decreasing the processing, which would have had an impact on revenue and profit directly. Performance would grow, generating additional sales, that's why choice b is correct.
Answer:
$51,500
Explanation:
The computation of the cost of goods sold for the year is shown below:
As we know that
Cost of Goods Sold = Beginning balance of Finished Goods Inventory + Cost of Goods Manufactured – Ending balance of Finished Goods Inventory
= $2,000 + $55,000 - $5,500
= $51,500
We simply applied the cost of goods sold formula by taking the three items into the computation part
Answer: Most policies have a nonforfeiture benefit to refund a portion of a policy's cash value when coverage stops.
Explanation:
Term insurance is a type of life insurance policy whereby the policy owner will be given coverage for a particular time period.
It should be noted that term insurance can be renewed for additional periods without evidence of insurability and can also be converted to a permanent life insurance policy.
The option that most policies have a nonforfeiture benefit to refund a portion of a policy's cash value when coverage stops is not true.
Answer:
B. $5600
Explanation:
Purchase price = $35,000
Expected life cycle= 10 years
Salvage value= $3000
Depreciation expense at the year 2= ?
Solution:
Using a straight line method.
Depreciation= Purchase price/expected useful life( straight line method)
Depreciation= 35,0000/10
=$3500 which is equivalent to 10% of the original price.
Using double declining-balance method, the value will double to
Depreciation expense in Year 1 = (20% of $35000) $7000
Depreciation expense in Year 2=
(20% of $28,000) $5600