Answer:
Explanation:
Accounts receivable of 320,000 debit
Allowance 600 credit
Sales total 900,000
1% estimated uncollectible:
900,000 x 1% = 9,000
The necessary adjusting entry will be for 9,000
As the calculated allowance corresponds to the sales of this period, we anticipate that 9,000 will be uncollectible in the upcoming period. It’s essential to acknowledge the entire sum now; otherwise, in a future period, we will incur bad debt expense for this previous period.
Recognizing the full amount aligns with the sales period, accommodating for any future uncollectible amounts arising from these sales
P(x) = -30x^2 + 9000x - 567000. Explanation: Initially, we must recall the components of a Profit function. The profit of a business is equivalent to its revenue (R(x)) minus its costs (C(x)). There are two elements: 1. Revenue: defined as the number of units sold multiplied by the price, where x indicates the price charged and Q(x) reflects the number of shirts sold. 2. Cost: The cost function is directly provided in the prompt. Aggregating these elements yields the complete profit function.
Answer:
-4 units
Explanation:
Applying the midpoint method, Blake's income elasticity of demand for generic potato chips is determined by multiplying the change in demand (D) by his average income (I), then dividing by the product of the change in income and average demand:
Thus, Blake's income elasticity of demand equals -4 units.
Answer:
IRR = 14.96%
The project should be rejected, because the calculated internal rate of return falls short of the required return (14.96% < 16%).
Explanation:
The internal rate of return (IRR) is an essential calculation in capital budgeting for assessing potential investment profitability. The IRR rule guides whether to pursue a project or investment, stipulating that if the IRR exceeds the minimum required return, the project should be accepted. Conversely, if it’s lower than the cost of capital or the requisite return, the project should be turned down.
The formula used is as follows:
$0 = (initial investment x -1) + CF1 / (1 + IRR) ^ 1 + CF2 / (1 + IRR) ^ 2 +... + CFX / (1 + IRR) ^ X
Initial Investment = Total initial investment costs year x-1
CFx = Cash Flow during period X
IRR = Internal rate of return
Due to the nature of the IRR formula, it cannot be computed analytically; it must be derived through trial and error or via specialized software for IRR calculation.
In this instance:
IRR = -27200 + 11200 / (1 + IRR) ^ 1 + 14200 / (1 + IRR) ^ 2 + 10200 / (1 + IRR) ^ 3
IRR = 14.96%
The company should not proceed with the investment, as the calculated IRR is less than what is required (14.96% < 16%).
The gain amounts to $370
Reasoning:
To determine the gain or loss for the date 12/31/2018, according to ABC's amortization schedule
On this date, the carrying value was $196,370 while ABC procured the bonds back for $196,000 on 12/31/2018
Now let’s compute the gain or loss using this formula
Gain/Loss = Carrying value - Bond stock
Substituting into the formula gives us Gain/Loss =$196,370-$196,000
Gain/Loss=$370
Therefore, on the date 12/31/2018, ABC will show a gain of $370
