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Nadusha1986 [10]
1 year ago
13

1. Discuss why is finding and implementing the right pricing strategy critical to a company’s success?

Business
1 answer:
statuscvo [17]1 year ago
4 0

The importance of pricing in business is one of the most important features that decides the profitability of the business. Following are the suitable reasons for it :

1) Effects on the profit margins - The pricing of the product determines how much the company will make per unit of the product sold. If the pricing is apt, then the items sold will eventually increase and profitability will rise.

2) Competition - Competition in the market depends ultimately on the pricing and quality of the product. The right pricing of the product (low from your competitors) gives you a competitive advantage over other similar competitors.

Thus, setting the right price is very critical in a business. (for example how setting prices to 99$ and 100$ makes the difference).

An example of a well-priced product/company is Mcdonald's, it uses the low-cost strategy to maximize its profit and market share. It follows the right pricing of its products, which gives McDonald's an edge over its customers and capitalizes on the e-market.

Learn more about implementing at

brainly.com/question/25605883

#SPJ4

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On December 31 of the current​ year, Pilozzi Company has the following information​ available:
Aleksandr [31]

Answer:

On December 31 of the current​ year, can the Board of Directors declare and pay a cash dividend of $ 2 ​million

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6 0
3 years ago
You are planning your retirement in 10 years. You currently have $169,000 in a bond account and $609,000 in a stock account. You
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Answer:

$187,584.20

Explanation:

Firstly, we need to calculate the total future value (FV) of the bond account and stock account after 10 year from now (when you come to retirement age):

FV_bond at retirement = 169,000 x (1 + 7.25%)^10 + 7,100 x (1 + 7.25%)^9 + 7,100 x (1 + 7.25%)^8 + … 7,100 x (1 + 7.25%)^0 = 426,230.93

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Because you plan to use up all the funds in your account after 21 equal amount withdrawals after retirement, total present value <em>(at the time you retire not now)</em> of these withdrawals <em>(discounted at 6.5%)</em> have to be equal to the value of your invesment 10 years from now, or:

2,116,884.57 = C/(1+6.5%) + C/(1+6.5%)^2 + … + C/(1+6.5%)^21, with C is the amount you plan to withdraw each year.

Solve the equation we get C = 187,584.20

<em>Note: The equation can be solved easily using Excel or BAII Plus.</em><em> </em>

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