Answer:
a. $2,634.36
$1,481.11
Explanation:
a. Ryan can claim the direct costs of the trip being gasoline and oil. He can therefore claim the $1,920 he paid for gasoline.
In addition, some of the indirect costs can be claimed as well such as depreciation. The claim is calculated as:
= Depreciation amount * Business miles / Total miles driven
= 3,900 * 3,700 / 20,200
= $714.36
Total deduction = 1,920 + 714.36
= $2,634.36
b. Ryan needs to be able to prove that the cost he is claiming are indeed business expenses. Total deductibles are:
= (3,900 * 1,400/ 20,200) + (1,400/2,220 * 1,920)
= $1,481.11
Answer:
a<u>.False.</u>
a<u>.True.</u>
Explanation:
It is correct to say that a country with more economic freedom during the last quarter of a century had a higher average GDP per capita than other countries with less freedom, this is due to the fact that the greater the economic freedom, the greater the economic growth of the country, which generates an increase in the country's productive capacity, increases demand, supply, the level of employability, the purchasing power of the population, which, integrated, these factors correspond to the increase in the country's quality of life, which increases the GDP per capita.
Solution :
At every stage the formula used will be :
After the junior year, Aunt Mabel's bank balance will be :
= $ 7,322.65
Aunt Mabel's bank balance after sophomore year will be :
7,322.65 + 1000 = $ 8,322.65
= $ 8060.677
After the freshman year, bank balance of Aunt Mable's will be :
8060.677 + 6000 = $ 14,060.677
= $ 14.0606
If Aunt Mabel can predict the interest rate with accuracy, she will have to deposit :
$ 14.0606 + $ 9000 = $ 9,014.06
= $ 8,565.241
D. a secured loan requires collateral and an unsecured loan does not
The correct answer is market price.
Market price is the price that you normally pay when you want to buy something. This price is usually higher than what the store that is selling it got it from the manufacturer, because it is buying the product in bulks. You as a consumer will have to pay this price when all discounts, allowances, and rebates are subtracted.
