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KATRIN_1 [288]
3 years ago
8

33) Tony is offering two repayment plans to Phil for a long overdue loan. Offer 1 is to receive a visit from an enforcer and the

debt is due in full at once. Offer 2 is to pay back $3,900 per year at a 20% interest rate until Phil pays off the loan principal. Phil owes Tony $15,000. How long will it take Phil to pay off the loan if he takes offer 2?
Business
1 answer:
UkoKoshka [18]3 years ago
3 0

Answer:

The answer is 8 years.

Explanation:

In Offer 2, we apply the present value formular for annuity to calculate the number of repayment, thus number of year payback because repayment is made once a year.

We have the formular to calculate present value of annuity as followed:

PV = (C/i) x [1-(1+i)^(-n)].

apply to the question, we have:

          PV = the owed principal amount = $15,000;

           i = annual interest rate compounded once a year = 20%;

           C = number of equal annual repayment =  $3,900;

            n: number of repayment made thus number of year payback.

As we need to find n, we have:

15,000 = (3,900/20%) x [ 1- 1.20^(-n)] <=> 1-1.2^(-n) = 0.769 <=> 1.2(^-n) = 0.231 <=> n = -(the base 1.2 logarithm of 0.231) = 8

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The Estimated Monthly Mortgage Payment

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Explanation:

Data and Calculations:

House price = $475,000

Down payment = $100,000

Percentage of down payment = 21.05% ($100,000/$475,000 * 100)

Finance period = 15 years = 180 months (15 * 12)

Nominal annual interest compounded monthly = 4%

The estimated monthly mortgage payment using an online finance calculator:

Monthly Pay:   $2,810.81

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Down Payment $95,000.00

Total of 180 Mortgage Payments $505,946.54

Total Interest $125,946.54

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6 0
3 years ago
"Bronson Manufacturing is planning to issue $12 million in bonds. Based on a poll of potential investors, they have the highest
telo118 [61]

Answer:

C.eight-year bond with 5.5% annual interest rate

Explanation:

The computation of the total options under each option is as follows:

As we assume the par value be $1,000

For Option A

Total interest

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= $285

For Option  B      

Total interest is

= 7.25% × $1,000 × 4 years

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For Option C

Total interest is

= 5.5% × $1,000 × 8 years

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For Option D

Total interest is

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6 0
2 years ago
Which type of investment typically charges the investor lowest fees
Norma-Jean [14]
The lowest fees for investors are typically found in a type of passive investing called the Index Fund investing.
4 0
3 years ago
Walton Company has provided the following 2018 data:
timurjin [86]

Answer:

Walton Company

Income Statement

                                   Actual                Budgeted            Variances

Sales                          510,400                 $ 519,000              8,600 U

Variable product costs    183400             188,000                 4,600 F        

Variable selling expense   48100              46,000                  2,100 U

Other variable expenses  5100                  3,300                  1,800 U

Contribution Margin      273,800              281,700              7,900 unfav

Fixed product costs   15460                       15,700                  240 F

Fixed selling expense   22920                   23,400                 480 F

Operating Income      235420                    242,600          7,180  unfav

Other fixed expenses   1460                       1,300                 160 U

Interest expense            710                          800                   90 F      

Net income                 233,250                  240,500           7,250 unfav

We calculate the actual amounts from the budgeted amount by adding the variances when they are unfavorable and subtracting them when they are favorable . But in case of sales this is reversed. The actual sales are calculated by   subtracting unfavorable variance from budgeted sales.

The fav amounts are subtracted from the unfav amounts to get the results .

8,600 u + ( 4,600)F + 2,100 U +1,800= 7,900 unfav

                               

3 0
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Answer:

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Therefore for computing the ex-dividend stock price we simply applied the above formula.

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