Answer:
$25,650
Explanation:
The formula for calculating the future value of an annuity is:
F = P x ([1 + I]^N - 1 ) / I
where:
- P = payment amount = $1,000
- I = interest rate = 4%
- N = number of payments = 18
F = $1,000 x ([1 + 4%]^18 - 1 ) / 4% = $1,000 x (1.04^18 - 1 ) / 4% = $1,000 x (2.026 - 1 ) / 4% = $1,000 x 1.026 / 4% = $25,650
Answer:
He will not pay any depreciation during October.
Explanation:
Depreciation is charged only on building equipment and machinery. It is not accounted for land as land is an asset whose value does not depreciate over the years.
Depreciation for Building A would be zero for the month of october as depreciation is computed from the first of the month of acquisition to the first of the month of disposition.
The depreciation expense will be computed on 1st of November.
The field of accounting that focuses on providing information for external decision makers is Managerial accounting. This is further explained below.
<h3>What is
Managerial Accounting?</h3>
Generally, Information for external decision-makers is the primary emphasis of managerial accounting. For investment decisions, stockholders rely heavily on management accounting data.
In conclusion, Managerial accounting is a branch of accounting that specializes in the dissemination of economic data to external decision-makers.
Read more about Managerial accounting
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First, calculate for the total operating cost of the park through the equation,
TC = TV + TF
where TC is the total cost,
TV is the total variable cost which is equal to the product of the variable cost per visitor and number of visitor, and
TF is the total fixed cost.
Substituting the known values,
TC = ($15)(1,750,000) + $60,000,000 = $86,250,000
Then, the total revenue is the product of the cost of ticket and the number of visitors.
TR = ($50/visitor)(1,750,000 visitors) = $87,500,000
Subtracting the two values will give us an answer of $1,250,000.
ANSWER: $1,250,000
Answer:
After her 18th birthday the balance will be $41,301
Explanation:
Balance right after the 18th birthday is calculated using the formula for future value of annuity
FV = 
Annual payment PMT = 1,000
Interest rate i = 0.09
Deposits are made for 18 years: n = 18
The balance in her account will then be:
FV = 1,000 * ( 1.09^18 - 1 ) / 0.09
= $41,301
