Answer:
You will need to have $ 55,006.94
Explanation:
We need first to consider the following details according to the problem
We have a Annuity amount of $ 2900, a Rate(r)= 0.51%, and a Time(n)= 5 years (or 20 quarters )
.
To reach to the money that we would need to have in the bank today to meet the expense over the next four years we use the following formula:
PVA= annuity amount × [1 - (1 / (1 + r)n)] / r
PVA= $ 2900 x[ 1-{ 1/(1+0.0051)20)]/0.0051
PVA= $ 55,006.94
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Answer:
B. $12,500
Explanation:
Accumulated depreciation is the cumulative depreciation of an asset up to a single point or current point in its life.
Each period, the depreciation expense recorded in that period is added to the beginning accumulated depreciation balance. Therefore when there's an entry of depreciation of an equipment, the current value is added to the previous total of the old entry. Therefore the balance of the the depreciation after current entry is the beginning balance of the depreciation plus the balance entered into the record.
In this case, the beginning balance was $10,000 and the entry was $2,500
Hence, balance of accumulated depreciation account after entry is 10000 + 2500 = $12,500
Answer:
A. depletion
Explanation:
Depletion is provided as an expense for usage of natural resources like mines, quarries and oil wells.
Answer:
the answer is A, B, and D.
Explanation:
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