Answer:
$338,712
Explanation:
we must first calculate the monthly payment using the present value of an annuity formula:
present value = monthly payment x annuity factor
present value = $340,000
PV annuity factor, 0.529167%, 420 periods = 168.38268
monthly payment = $340,000 / 168.38268 = $2,019.21
Since the monthly payment was actually higher than $1,800, the balloon payment will be almost $340,000
I prepared an amortization schedule using an excel spreadsheet. During the first years, the principal is only decreasing by $1 each month
Answer:
total amortization expense = $5400
so correct option is C) $5,400
Explanation:
given data
purchase price = $67,500
time period = 75 months
months = 6th
to find out
total amortization expense
solution
we get here total amortization expense that is express as
total amortization expense = 
×months ...............1
put her value we get
total amortization expense = 
× 6
total amortization expense = $5400
so correct option is C) $5,400
Answer:
c. a debit to Inventory for $10,000
Explanation:
Whenever goods are purchased on a discount to be received on payment basis, the inventory is first recorded at cost.
Also as per the general rule, discount is a kind of income, and incomes are recorded only when earned, therefore, the cost of inventory shall be reduced by 4% only when the payment is made, therefore the inventory on the date of purchase shall be recorded at $10,000 only and not for $9,600.
Thus, correct option is c
Answer:
1.Cost of Goods Sold Increase by $70,000
2.Gross Profit and Net Profit decrease by $70,000
3.Inventory in balance sheet decrease by $70,000
Explanation:
IAS 2 requires inventory to be measured at the lower of cost or net realizable value.
In our case the inventory will be valued at net realizable value of $230,000 because this is lower.
The effect with this is :
1.Cost of Goods Sold Increase by $70,000
2.Gross Profit and Net Profit decrease by $70,000
3.Inventory in balance sheet decrease by $70,000
