I believe the answer would be D
Assuming a company sells 800 units at $16 each, has variable costs of $12 per unit. The after-tax income is $1,200.
<h3>After-tax income</h3>
Using this formula
After-tax income=(Selling units×Selling price)-[(Variable costs×Selling price)+Fixed costs]×(1- tax rate)
Let plug in the formula
After-tax income=(800 units× $16 each)-[(800 units × $12 each)+$1200]×(1-.40)
After-tax income=$12,800-($9,600+$1,200)×0.60
After-tax income=$12,800-$10,800×0.60
After-tax income=$2,000×0.60
After-tax income=$1,200
Inconclusion the after-tax income is $1,200.
Learn more about after-tax income here:brainly.com/question/1775528
Based on the year that Rich died and the year that Lucy is filing her taxes, the most favorable filing status is <u>Married filing jointly. </u>
Current tax laws are such that if a person loses a spouse in a certain year and does not remarry in that year, they can file in a joint manner with their now late spouse.
Rich died in 2020 and Lucy did not remarry. Lucy's 2020 returns can therefore be filed as a joint filing with Rich even though he is no longer alive.
In conclusion, the correct answer is option A.
Find out more about joint filing at brainly.com/question/2433386.
Answer:
$4,000 gain
Explanation:
Some information was missing:
the spot rates for euros were:
- November 15, 20X3 $0.4955 per €1
- December 10, 20X3 $0.4875 per €1
- December 31, 20X3 $0.4675 per €1
- January 10, 20X4 $0.4475 per €1
In Chow's December 31, 20X3, income statement, the foreign exchange gain is ?
the goods costed €200,000 x 0.4875 = $97,500 on December 10, 20x3
the goods costed €200,000 x 0.4675 = $93,500 on December 31, 20x3
Since the goods were sold FOB shipping point, we have to use the shipping date (December 10) to calculate the original price. By December 31, the price in US dollars had decreased by $4,000 resulting in a foreign exchange gain.
Answer:
a. True
Explanation:
Answer this question using YTM, coupon rate, price and par value relationship/rules.
If YTM > coupon rate, then Price < Par value
If YTM < coupon rate, then Price > Par value
If YTM = coupon rate, then Price = Par value
In this case, the assumption is that YTM > coupon rate, hence based on the above rules, the Price or market value of the bond will be < Par value. This makes the statement true.