Answer:$4650
Explanation:
The cost that is recoverable is $30 per hour that was agreed as the hour to be spent in learning the soft ware. The sunk cost it's an irrecoverable cost that does influence decision making. When the agreed leaning cost of $30 per hr for 45hr of $1350 is deducted from the asking price of $6000 we have the $4650
Answer: The amount of sales required to realize an operating income of $200 000 is a. 10,769 units.
Explanation: We can solve it with a simple equation:
200 000 = 240x - 1 200 000 - 110x
200 000 + 1 200 000 = 240x - 110x
1 400 000 = 130x
1 400 000 / 130 = x
10769, 23077 = x
We check: 240 . 10769,23077 - 1 200 000 - 110 . 10769,23077 = 200000 √
1. American institute of architects
2. American medical association
3. Screen actors guild
4. American society of mechanical engineers
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Answer:
A. shut down as fixed costs are not being covered.
Explanation:
Break-even point is a level at which the company has no profit no loss situation. Sales Excess from Break-even makes profit and short makes loss.
Sale Price = $3 per box
Variable Cost = $2 per box
Contribution margin = $3 - $1 = $1 per box
Fixed Cost = $125,000
Break-even point = $125,000 / $1 = 125,000 boxes
Sales = 100,000 units
Short from Break-even = 125,000 - 100,000 = 25,000 boxes
Loss = $25,000 x $1 = $25,000
CCC should shut down because even fixed cost is not being covered it is short by $25,000. So this product is making loss.
Answer:
Slope = -1
Explanation:
Demand is buyers ability & willingness to buy at a price, time.
Demand Curve is graphical representation of quantity demanded at various prices at y axis, demand at x axis.
Slope = Change in Y i.e ∆Y / Change in X i.e ∆X
'Slope of Demand Curve' is a varied version of 'Price Elasticity of Demand' i.e quantity demanded responsiveness to change in price. Former shows relative change in quantity demanded over a change in price & latter shows change in price for a given change in quantity demanded.
Demand Curve Price at Y axis, Quantity at Axis, Slope= ∆Y/∆X becomes
= ∆P/∆Q. As per given details, ∆P/∆Q = (9-10)/(5-4) = -1/1 = -1