Answer:
No
Explanation:
Taj Mahal is one of the greatest monument in the world. It is very beautiful. It is located in India. It is made up of white marble. Many people from all parts of the world come to visit Taj Mahal.
But recently the color of the marble changes its color to light yellow due to pollution. The companies near by are emitting harmful gases to the atmosphere for which the color of the white marble changed its color and became light yellowish brown.
In the context, company ABC Limited still operating near the Taj Mahal is not fulfilling its responsibility as it is destroying the beauty and existence of the world famous Taj Mahal.
Answer:
The amount of depreciation expense that should be recorded for the second year is $28,600
Explanation:
The computation of the depreciation per units or bolts under the units-of-production method is shown below:
= (Original cost - residual value) ÷ (estimated production bolts)
= ($206,520 - $11,000) ÷ (752,000 bolts)
= ($195,520) ÷ (752,000 bolts)
= $0.26 per bolt
Now for the second year, it would be
= Production units in second year × depreciation per bolts
= 110,000 units × 0.26
= $28,600
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Answer: $241,600
Explanation:
As this amount is a constant amount, it is an annuity. To find out the total amount after a certain period of time, use the future value of annuity formula.
Future value of annuity = Amount * [ {( 1 + rate) ^number of periods - 1} / rate]
Number of periods = 65 - 25 = 40
Future value of annuity = 2,000 * [ {(1 + 5%)⁴⁰ - 1} / 5%]
= 241,599.54
= $241,600
Answer:
$23,709
Explanation:
Data provided in the question:
Amount of bond issued = $700,000
Duration = 5 years
Interest rate = 8%
Selling amount of bond = $728,700
Market rate of interest = 7%
Now,
Interest paid = Amount of bond issued × Interest rate
= $700,000 × 0.08
= $56,000
Interest expense = Amount of bond sold × Market Interest rate
= $728,700 × 0.07
= $51,009
unamortized premium = Selling amount of bond - Amount of bond issued
= $728,700 - $700,000
= $28,700
Amortized amount = Interest paid - Interest expense
= $56,000 - $50,009
= $4,991
Balance of the premiums on bonds payable account immediately following the first interest payment
= unamortized premium - Amortized amount
= $28,700 - $4,991
= $23,709
