You've decided to buy a house that is valued at $1 million. You have $350,000 to use as a down payment on the house, and want to take out a mortgage for the remainder of the purchase price. Your bank has approved your nterest rate (called the $650,000 mortgage, and is offering a standard 30-year mortgage at a 10% fixed nomina loan's annual percentage rate or APR). Under this loan proposal, your mortgage payment will be ___________per month.
a. $7,700.43
b. 7130.03
c. 8841.23
d. 5704.02

Answers

Answer 1

Answer:

d. 5704.02

Explanation:

Nper = 30*12 = 360

Rate = 10%/12 = 0.008333

PV = 650,000

Using the MS Excel function:

Monthly payment = PMT(RATE, NPER, -PV)

Monthly payment = PMT(10%/12, 360, -650000)

Monthly payment = $5,704.02


Related Questions

Diaz Manufacturing had current assets worth $2,812,422 and long-term assets worth $300,600 in 2014. In 2013, current assets were $650,208 and long-term assets were $400,600. The firm had accounts payable of $196,522 , accruals of $259,054 , notes payable of $292,361 , and long-term debt of $405,830 in 2014. Calculate the net working capital for Diaz Manufacturing in 2014.

Answers

I have no idea I’m sorry can you explain

You own factory A and factory B. The next cash flow for each factory is expected in 1 year. Factory A has a cost of capital of 3.5 percent and is expected to produce annual cash flows of $19,300 forever. Factory B is worth $545,000 and is expected to produce annual cash flows of $19,900 forever. Which assertion is true

Answers

Answer: See Explanation

Explanation:

First, we have to calculate the worth of factory A which will be:

= Cash flow / Cost of capital

= $19300 / 3.5%

= $19300 / 0.035

= $551428.57

= $551429

Cost of capital of Factory B = Cash flow / Worth

= $19,900 / $545,000

= 0.0365

= 3.65%

Cost of capital of Factory A = 3.5%

Cost of capital of Factory B = 3.65%

Worth of factory A = $551429

Worth of Factory B = $545,000

Therefore, factory A is more valuable than Factory B and Factory B is more risky than Factory A.

On April 1, Ringo Company borrowed $20,000 from its bank by issuing a 9%, 12-month note, with the interest to be paid on the maturity date. Required: Prepare journal entries to record the issuance of the note and the related year-end adjusting entry on December 31.

Answers

Answer:

April 1

Issuance of Loan Note

Dr. Cash $20,000

Cr. Loane Note Payable $20,000

December 31

Adjusting Entry of accrued interest

Dr. Interest Expane $1,350

Cr. Interest Payable $1,350

Explanation:

April 1:

First, we need to record the loan note issuance as follow:

Ringo company received the cash against the loan note issuance so the cash will be debited and a liability is created against the receipt of the cash. The Loan note payable account is credited.

December 31:

Now calculate the accrued interest for the year as follow

Accrued Interest = Value of Loan Note x Interest rate x Fraction of accrued months

Where

Value of Loan note = $20,000

Interest rate  = 9%

Fraction of accrued months = Accrued months / 12 months = ( December 31 - April 1 ) / 12 months = 9 months / 12 months = 3/4

Placing values in the formula

Accrued Interest = $20,000 x 9% x 3/4

Accrued Interest = $1,350

As the payment of interest is not made so there is no cash involvement. Interest expense is recorded at the end of the period by adjusting entry of debit interest expense and credit interest payable account.

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