Answer:
c. lump-sum taxes are often viewed as unfair because they take the same amount of money from both poor and rich.
Explanation:
To understand this question, you have to first understand what lump-sum taxes are.
Lump-sum taxes are a system of taxes where everybody pays the same amount of tax no matter their economic status, or their actions. Basically, lump-sum taxes take the same amount of money from the rich and the poor, hugely increasing the burden on the poor and lessening that of the rich.
As an example, a lump-sum tax of $100 would require everybody to pay $100. To a person earning, say $120, that would be a huge hit, and be a huge burden on his normal life. However, to a rich person who earns, say, $10000, that would be much more easier for the rich person.
Hence, lump-sum taxes are often viewed as unfair because of the unfair advantage the rich have over the poor in tax-paying.
Hope this helped!
Answer:
$1,032
Explanation:
Calculation to determine What monthly rent must she charge for each apartment to break even
First step is to calculate the Monthly costs using this formula
Monthly costs = Mortgage payment + Real estate taxes + Insurance costs + Maintenance costs
Let plug in the formula
Monthly costs=$1,510 + ($2,304 / 12) + ($1,452 / 12) + [2 ×($1,446 /12)]
Monthly costs= $1,510 + 192+ 121 + 241
Monthly costs= $2,064
Now let calculate the Break-even monthly rent per apartment
Using this formula
Break-even monthly rent per apartment = Monthly costs / 2
Let plug in the formula
Break-even monthly rent per apartment = $2,064 / 2
Break-even monthly rent per apartment = $1,032
Therefore What monthly rent must she charge for each apartment to break even will be $1,032
The answer is true hope i helped
Options :
A)net present value of the $25,000.
B)future value of the $25,000.
C)internal rate of the return on the $25,000.
D)present value of $25,000.
Answer: B)future value of the $25,000.
Explanation: The Smith's calculation and subsequent result which yielded $31,000 refers to the future value of $25,000. The initial $25000 is the present value of the amount held. If the initial amount is saved or deposited over a certain number of years in an account which yields a certain rate of interest per annum and is compounded either on a monthly, yearly, quarterly or semiannual basis as the case may be, in this scenario above, the interest is called mounded annually. This initial amount will grow and yield an amount which is greater than the present deposit. This is called the future value of the initial deposit.