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Scilla [17]
2 years ago
14

Abby and jason are building a new house. they obtained a construction loan of $100,000, which will be rolled over into a convent

ional 30-year mortgage when the house is completed in 16 months. simple interest of 2% per month will be charged on the construction loan. the 30-year mortgage will carry a 12% interest rate with monthly payments. (what is the monthly payment that abby and jason will make?) if they make each payment as scheduled for the life of the 30-year mortgage, how much total interest will they pay on the house (including the construction loan interest)?
Business
1 answer:
ivann1987 [24]2 years ago
3 0

Answer:

the initial principal balance is $100,000, but it will gain 2% simple monthly interest during 16 months = $100,000 + ($100,000 x 2% x 16) = $132,000

the mortgage loan's principal = $132,000

APR = 12%

n = 30 years or 360 monthly payments

1) using a loan calculator we can determine that the monthly mortgage payment (only  principal + interest) = $1,357.77

2) since they will make 360 monthly payments, they will pay in total = $1,357.77 x 360 = $488,796.71

in total they will pay $$356,796.71  in interest

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Answer:

Vertical accountability refers to the ability of

a. individuals and groups to hold state institutions accountable

Explanation:

When discussing accountability in governance, there are different types which include vertical accountability and horizontal accountability.

Vertical accountability refers to the ability of individuals and groups to hold state institutions accountable and horizontal accountability refers to the ability of the legislature to hold the executive accountable.

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2 years ago
On July 1, Year 1, Yellow Rose Corp. paid $25,000 cash for a machine and paid an additional 8% sales tax. On the same date, an e
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Answer:

Journal entries are given below

Explanation:

July 1, Year 1 (Yellow Rose Corp. purchased a machine)

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Machine                            $28,000  

Cash                                                     $28,000

Working

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Cost of machine =  $25,000 + $2,000 + $1,000

Cost of machine =   $28,000

Depreciation for year 1 (October to December)

                                                       DEBIT      CREDIT

Depreciation Expenses                $1,300  

Accumulated Depreciation                             $1,300

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Depreciation for 3 months

Depreciation = $5,200 x 3/12

Depreciation = $1300

Sale of the machine

                                                       DEBIT      CREDIT

Cash                                        $14,000  

Loss on Sale                                 $7,500  

Accumulated Depreciation         $6,500  

Machinery                                                       $28,000

Workng

Gain/Loss on sale = Sale proceed - carrying value

Gain/Loss on sale = 14,000 - 21,500

Loss on sale = $7,500

Carrying value = Cost - Accumulated depreciation

Carrying value = 28,000 - 6500 = 21500

Accumulated depreciation = $1,300 + $5,200 = $6,500

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