Answer:
The answer is below.
Explanation:
Most likely to do:
"Ask your store Manager if you can hold the markdown price for them so they can get it for the same price when it is back in store."
Doing the above will ensure you retain the customer's trust, and while you didn't direct your customer to a competitor, which is detrimental.
Least Likely to do:
"Offer to provide the address and phone number for the nearest store, and explain that stores get frequent shipments with new items."
Doing the above is detrimental to your store, as you will be sending your customers to a direct competitor.
When making competitive priority decisions the firm <u>"must make trade-off decisions".</u>
Making decisions requires exchanging off one thing against another.
In economics, the term trade-off is regularly communicated as an opportunity cost, which is the most favored conceivable option. A trade-off includes a forfeit that must be made to get a specific item or experience. A man surrenders the chance to purchase 'great B,' since they need to purchase 'great A. For a man setting off to a ball game, their financial trade-off is the cash and time spent at the ballpark, when contrasted with the option of watching the diversion at home and sparing their cash, in addition to the time spent heading to the ball game.
Answer:
This question is incomplete since the interest rate is not included and so is the requirement. However, if it asking for the annual contributions Bonnie can make, you can calculate it as shown below and assuming a discount rate of 10%;
Explanation:
Since Bonnie's goal is $300,000, this will be the future value and you can use a financial calculator to solve for recurring deposits (PMT);
Time to retirement; N = 12
Interest rate; I/Y = 10%
Future value; FV = 300,000
One time present cashflow; PV = 0
then compute the recurring deposits; CPT PMT = 14,028.995
Therefore, she will need to contribute $14,029 every year to meet her goal.
Answer:
Bond Price= 106.77
Explanation:
Giving the following information:
Face value= 100
Coupon= 100*0.05= 5
Yield To Maturity= 0.035
Years to maturity= 5 years
<u>To calculate the price of the bond, we need to use the following formula:</u>
Bond Price= cupon*{[1 - (1+i)^-n] / i} + [face value/(1+i)^n]
Bond Price= 5*{[1 - (1.035^-5)] / 0.035} + [100/(1.035^5)]
Bond Price= 22.57 + 84.2
Bond Price= 106.77
