Glen Pool Club, Inc., has a $144,000 mortgage liability. The mortgage is payable in monthly installments of $1,481, which include interest computed at an annual rate of 12 percent (1 percent monthly). a. Prepare a partial amortization table showing (1) the original balance of this loan, and (2) the allocation of the first two monthly payments between interest expense and the reduction in the mortgage’s unpaid balance. b. Prepare the journal entry to record the second monthly payment. c. Will monthly interest increase, decrease, or stay the same over the life of the loan?
There is a screen shot for each table attached.
My math isn't working as it shuld be here and I am brain fried. Can anybody direct me into the correct direction?
1.
1st year
interest = 144000*1% = 1440$
total installment = principal+ interest
1481 = principal +1440
principal=1481-1440
=41$ will be reduced from principle amount of $ 144000
balance unpaid at the end of 1st year = 144000-41$ =143959$
2nd year
interest = 143959*1%=1440 (round off)
principle= 1481-1440 = 41$
balance unpaid at the end of second year = 143959-41$=143918$
monthly interest period | monthly payment | interest expense | reduction in unpaid balance | unpaid balance |
1 | 1481 | 1440 | $41 | 143959 |
2 | 1481 | 1440 | $41 | 143918 |
2.second monthly installment payable
interest expense | $1440 | |||
mortgage payable | $41 | |||
cash | $1481 | |||
3.MOTNTLY INTEREST DECREASES OVER THE LIFE OF LOAN.
Higher amount is adjusted towards the principal amount as the time passes. as the ending balance reduces with the passage of time also the interest is reduced.
Glen Pool Club, Inc., has a $144,000 mortgage liability. The mortgage is payable in monthly installments...
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can someone please show me how this is done??
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note payable on Jan 01, 2021.
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2021.
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2021.
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expense = ?
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