Answer:
1,000 long term capital gain
Explanation:
Answer:
$2,400 in 2019 are deductible as alimony.
Step-by-step explanation:
Hillary get divorced in the year = 2016
She has to pay her ex-spouse $200 per month until her son reaches 18 years of age in 7 years.
His son will reach of the age of 18 = 2016 + 7 = 2023
She has to pay $200 till 2023 and $120 thereafter.
Her payments are deductible as alimony in 2019 would be = $200 × 12
= $2,400
$2,400 in 2019 are deductible as alimony.
Answer:
Marginal utility of each becomes negative
Explanation:
Utility is defined as the level of satisfaction that a person gets from consuming a product.
The person keeps on consuming the item until the level of marginal utility for the product becomes less than zero.
That is there is no satisfaction anymore in consuming the product.
In the given instance Thomas will continue to consume both candy bars and ice cream until the level of satisfaction (marginal utility) is now less than zero or negative
Answer:
Average inventory= $41,750
Explanation:
Giving the following information:
Beginning Inventory= $37,200
Ending Inventory= $46,300
<u>To calculate the average inventory, we need to use the following formula:</u>
Average inventory= (beginning inventory + ending inventory) / 2
Average inventory= (37,200 + 46,300) / 2
Average inventory= $41,750
Answer:
A. $840,000
B. Discount
C. Annual interest expense on these bonds will be more than the amount of interest paid each year.
Explanation:
Data
Bonds issued = $21,000,000
Coupin rate = 4.0%
Market Interest rate = 4.46%
Requirement A: Annual interest amount
Interest amount = Bonds issued x coupon rate
Interest amount = $21,000,000 x 4.0%
Interest amount = $840,000
Requirement B: Whether it is Premium or Discount?
Bonds that Atom Endeavour Co. issued are discount as you can clearly see in the data that the market rate is higher than the coupon rate. Investors who will buy these bonds surely expect a capital gain.
Requirement C:
The discount on the issue of bonds is amortized to interest expense over the life of the bond, therefore the interest expense on these bonds will be more than the amount of interest paid each year,
