Answer:
$1,589,500
Explanation:
The computation of the estimated sales revenue is shown below:
= Number of units sold × increased percentage ÷ current market percentage × falling percentage × new price for the backpacks
= 102,000 × 110 ÷ 30 × 25% × $17
= $1,589,500
The increased percentage would be
= 100 + 10
= 110
Simply we ignore the selling price per unit and consider all other items which are mentioned in the question
Answer:
d. $ 0.16 per board feet
Explanation:
From the data in the question, the tract of land is to be depreciated based on the usage method of depreciation,
The computations are as follows:
Cost of tract of land $ 1,000,000
Less: Estimated salvage value $ ( 200,000)
Depreciable basis for land $ 800,000
Estimated usage from tract of land 5,000,000 board feet
Depreciation per board feet
Depreciation basis/ estimated usage $ 800,000/ 5,000,000 = $ 0.16 per board feet
Answer:
Using these assumption the total value created would be $80 per ticket ($90 - $10).
Explanation:
Take note of the expressions;
- <em>"the original ticket holder would have been willing to sell each ticket for $10", and</em>
- <em>"new buyer would have been willing to pay up to $90 for each ticket"</em>
Following these assumptions, the broker captured value or profit from the transaction would be $80 per ticket sold to new buyer, since he bought the tickets for $10 each.
Remember, that another word for profit is total value captured.
Answer:
The customer's desire for a durable wallet and the company's choice of material for the wallet
Explanation:
House of Quality is a part of a larger process called QFD, which stands for Quality, Function, Deployment. This represents quality-monitoring, a focus on the function of execution of a quality plan, and the application of resources for deployment of that plan
Answer:
c. $110,000
Explanation:
The computation of profit (loss) from Option One is shown below:-
Profit (loss) from Option One = Sold unit × (Cut the price - Variable cost) - Fixed cost
= 15,000 × ($70 - $56) - $100,000
= 15,000 × $14 - $100,000
= $210,000 - $100,000
= $110,000
Therefore for computing the profit (loss) from Option One we simply applied the above formula.
