Answer:
Annual demand (D) = 1,600 units
Ordering cost per order (Co) = $16
Holding cost per item per annum (H) = $8
EOQ = √2Dco
H
EOQ = √2 x 1,600 x $16
$8
EOQ = 80 units
Explanation:
EOQ is the square root of 2 multiplied by annual demand and ordering cost per order divided by holding cost per item per annum.
Answer:
$917,750
Explanation:
The beginning projected benefit obligation of $875,000
Add: Increased by interest at 9% or $78,750
Add Service ervice cost of $24,000
Total $977,780
Less distributions to employees $60,000
Balance $917,750
Therefore Assuming that pension expense is $80,000, what will be the projected benefit obligation at December 31, year 8 is
$917,750
<u>Included in the GDP of the U.S</u>:
- Honda assembly and sale of cars in the U.S.
- Old Navy purchases mannequins to display clothes
<u>NOT included in the GDP of the U.S:</u>
- Sales of wheat to Mrs. Baird's Bakery.
- Resale of used textbooks to college students.
- GM's assembly and sale of cars in Mexico.
- Ocean Spray purchases plastic to make bottles.
<u>Explanation</u>:
Gross Domestic Product (GDP) helps in measuring the production of goods and services in the country. The economic growth of the country is estimated by observing the GDP. One way to increase GDP is by increasing the literacy rate of the country.
Based on the given goods, the following can be included in the GDP of United States of America:
Assembly and sale of cars by Honda company in America.
Mannequins are purchased by Old Navy to display clothes.
Answer:
$6,641
Explanation:
Roberta must pay self-employment taxes from the income she received from her truck driving business ($47,000). Self-employment taxes are similar to the taxes paid by the employers (FICA) and are subject to he same maximums.
- social security tax 12.4%
- medicare tax 2.9%
Since the self-employed are allowed certain tax deductions, the easiest way to determine taxable income is by multiplying income x 92.35%.
Taxable income = $47,000 x 92.35% = $43,404.50
- Social security taxes = 12.4% x $43,404.50 = $5,382
- Medicare taxes = 2.9% x $43,404.50 = $1,259
- total $6,641
