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Zolol [24]
3 years ago
14

You have just taken out an installment loan for $100,000. Assume that the loan will be repaid in 12 equal monthly installments o

f $9,456 and that the first payment will be due one month from today. How much of your third monthly payment will go toward the repayment of principal? Show work for credit
Business
1 answer:
Natalka [10]3 years ago
4 0

Answer:

The answer is: $7,757.22 of the third month's payment will go toward the repayment of principal

Explanation:

Using the information given;

  • loan principal $100,000
  • 12 monthly payments of $9,456

We must first determine the APR, using an excel spreadsheet function:

=RATE(nper,pmt,pv) = RATE(12,-9456,100000) = 2% per month

Then we make an amortization table.

<u>M   Beginning bce.    scheduled pmt    principal       interest          ending bce</u>  

1        $100,000              $9,456             $7,456        $2,000            $92,544

2       $92,544                $9,456          $7,605.12      $1,850.88       $84,938.88

3       $84,938.88           $9,456          $7,757.22     $1,698.78        $77,181.66

   

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Savanna Company is considering two capital investment proposals. Relevant data on each project are as follows: Project Red Proje
liberstina [14]

Answer:

(a) Cash payback period:

     Project Red = 5.5 years

     Project blue  = 4.6 years

(b) Net present value for project Red = $19,760

     Net present value for project Blue =$164,580

(c) Annual rate of return:

Project Red =11.36%

Project Blue  =18.75%

(d) Project Blue

Explanation:

Given Data;  

Project Blue Capital investment = $640,000

Project Red Capital investment = $440,000

Project Red  Annual Net income = $ 25,000.

Project Blue Annual Net income = $ 60,000

Annual depreciation Project Red = (440000/8)

                                                       = 55,000

Annual depreciation Project Blue = (640000/8)

                                                       =  80,000

Annual cash inflow project A = $ 80,000

Annual cash inflow project B = $140,000

(a)

Cash payback period = Initial investment/cash flow per period

Project Red = 440000 /80000

                   = 5.5 years

Project blue = 640000/ 140000

                    = 4.6 years

(b)

Project Red  Present value of cash inflows = 80000 ×5.747

                                                                       = $459,760

Project Blue Present value of cash inflows  =140000×5.747

                                                                        = 804580

Net present value for project Red = $459,760 - $440,000

                                                        = $19,760

Net present value for project Blue = 804580 - $640,000  

                                                         =$164,580

(c) Annual rate of return:

Project Red   = $25,000 / ($440000)/2

                       =11.36%

Project Blue =  $60000/(640000/2)

                    =18.75%

(d) Savanna should select Project Blue because it has a higher positive NPV and a higher annual rate of return. AND Project Blue has early cash back period also

6 0
3 years ago
At the beginning of 2020, Sun Angel Corporation began offering a two-year warranty on its products. The warranty program was exp
Artemon [7]

Answer:

$2,210,126

Explanation:

Calculation to determine what The amount reported on Sun Angel's 2020 year end balance sheet for Estimated Warranty Liability is:

Estimated Warranty Liability=(1%+3%*$184,743,795)-$5,179,626

Estimated Warranty Liability=$7,389,752-$5,179,626

Estimated Warranty Liability=$2,210,126

Therefore The amount reported on Sun Angel's 2020 year end balance sheet for Estimated Warranty Liability is:$2,210,126

5 0
2 years ago
West Corp. issued 20-year bonds two years ago at a coupon rate of 8.3 percent. The bonds make semiannual payments. If these bond
lora16 [44]

Answer:

Yield to Maturity (YTM) is 7.94 %.                      

Explanation:

Yield to Maturity (YTM) refers to internal rate of return that bond holder will earn if he purchased the bond today at the current market price and held it till maturity of the bond.

Yield to Maturity of the the bond = [Coupon payment+ (Future value of bond - Present value of bond / no. of Periods)] / [(Future value of bond + Present value of bond)/2] ---- (a)

Bond maturity period = 20 years

Coupon rate = 8.3 %

Par Value = 1000

No. of periods = 2 x 20 = 40 (semi- annual)

Coupon payment = 8.3 % x 1000 = 83 = 83/2 = 41.5 (Semi-annual)

Present value of bond = 104 percent of Par value = 104

Future value of bond = 1000

YTM = ?

Putting the values in equation (a),

Semi annual YTM = [41.5 + (1000-1040 / 40)] / [(1000 + 1040)/2]

Semi annual YTM = [41.5 + (-40/40) ] / [(1040)/2]

Semi annual YTM= [41.5 - 1] / 1020

Semi annualv YTM =  40.5 / 1020 = 0.0397

Hence, Annual yield to maturity = 0.0397 x 2 = 0.0794 or 7.94 %.

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3 years ago
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What? didnt quite understand your question.
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3 years ago
Categories of rights <br>​
NeX [460]

Answer:

Human rights comprise of civil and political rights, such as the right to life, liberty and freedom of expression; and social, cultural and economic rights

3 0
2 years ago
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