The break-even point in units using the mathematical equation is 2,000 in units and the unit contribution margin is 80 per unit.
<h3>Break even points in units</h3>
a. Break-even point in unit
Using this formula
Break-even point in unit=Fixed cost/(Selling price-Variable cost)
TC = FC + VC
Sales - TC = Net Income
Sales - TC = 0
Sales - FC - VC = 0
2500(Q)-160,000-170(Q) = 0
80(Q)-160,000 = 0
80(Q)=160,000
Q=160,000/80
Q=2,000 break-even in units
b. Unit contribution margin
Unit contribution margin = Selling price- Variable cost
Unit contribution margin= $250 - $170
Unit contribution margin =$80 per unit
Inconclusion the break-even point in units using the mathematical equation is 2,000 in units and the unit contribution margin is 80 per unit.
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Answer:
Answer is explained in the explanation section below.
Explanation:
Part A: In part a, we are required to show the effects on the financial statements using horizontal statements model.
For that, we need to tabulate the entries properly. So, it cannot be done be done here in the typing section. So, I m putting it into the attachments. Please refer to the attachment for the part a solution.
Part B:
Reason of the difference:
Cash revenue is $8650 but cash flow amount is $9600
Total operating expense incurred is $3350 but the amount paid only $2700
It will create $650 difference income statement and cash flow.
These activities are reasons for the differences between cash flow from the operating activity and net income.
Answer:
0.88 year and 1 year
Explanation:
The computation of the payback period for Payback period for Project A and Project B is shown below:
Payback period = Initial investment ÷ Net cash flow
For Project A
Initial investment = $22,000
Year 1 = $25,000
Since the initial investment is less than the annual cash flows so the payback period is
= 0 years + ($22,000 ÷ $25,000)
= 0.88 years
For Project B
Initial investment = $22,000
Year 1 = $22,000
So, the payback period is
= $22,000 ÷ $22,000
= 1 year
Aggregate supply is represented as a schedule or curve showing the relationship between the nation's price level (index) and the amount of real domestic output that firms in the economy produce.
The whole supply of products and services produced within an economy at a specific overall price over a specific time period is known as aggregate supply, also known as total output.
In other words, Aggregate supply is the total amount of items produced over a specified time period at a particular pricing point.
The relationship between price levels and the amount of output that businesses are prepared to produce is depicted by the aggregate supply curve.
Usually, the level of prices and total supply have a positive connection.
Demand growth or decline has the biggest impact on short-term changes in aggregate supply.
New technology or other developments in an industry have the biggest impact on long-term changes in aggregate supply.
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