Profit-oriented approaches to setting a price to a good are those concerns or strategies that are used in order to determine what the price of a good would be.
There are three types of Profit-oriented pricing approaches and they include:
- <u>Target profit </u>
- <u>Target return-on-sales</u>
- <u>Target return-on-investment pricing.</u>
These are all used to create a balance to the profits made and the cost of a product. However, the return on sales is good because it makes predictions about demand for the product and makes a suitable pricing for the product.
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Answer: For her to sell the stock short immediately
Explanation:
Aria would have to employ selling the stock short immediately for her to gain profit, As people would want to buy much when she does so.
Answer: 1.6 cheesecakes
Explanation: Opportunity cost is simply the cost of a forgone alternative. It is the cost of an opportunity forgone (and the loss of the benefits that could be received from that opportunity); the most valuable forgone alternative.
If Marv can decorate 8 wedding cakes or 13 cheesecakes, it follows that the opportunity cost of making 8 wedding cakes is 13 cheesecakes. The question asks the cost of making a cake. This is given by:
13/8 = 1.625 cheesecakes
= 1.6 cheesecakes to the nearest tenth as the answer.
Answer: The following is not an example of an unhealthy company culture: <u><em>A slowly evolving culture </em></u>
In the given question it can be stated that apart from option (d) , all other option are an example of an unhealthy company culture. This is so as, the slow evolving culture in an organization is still open to change and does adapt to the need of the surroundings as time evolves, whereas; other given option does not.
<u><em>Therefore , the correct option in this is (d)</em></u>
Answer and Explanation:
The computation is shown below:
Given that,
Price = $97.75
Time = 182 days
Face value = $100
Based on the above information
1) bank discount rate is
= (Face value - price) ÷ Face value × 365 / Time
= ($100 - $97.75) ÷ 100 × (365 / 182)
= 0.0225 × 2.005494
= 0.0451 (or) 4.51%
2) equivalent yield to maturity
= (Face value ÷ price)^365 ÷ Time - 1
= ($100 ÷ $97.75)^365 ÷ 182 -1
= 0.04669 (or) 4.66%
