Answer:
<em>Sales Promotion</em>
Explanation:
The method of order to persuade a potential client to purchase the product is sales promotion.
Sales promotion is meant to be used as a short-term tool to boost sales – as a means of creating long-term customer loyalty, it is rarely acceptable.
Many offers for sales are intended for customers.
wait:( is there's no b because my answer on my own work is b
Answer:
land, Accounts Receivable
Notes Payable , Buildings
,Equiment
Explanation:
land will last very long if u take care if it
Notes payable are long-term assets because it says ' due in three years ' nad from what i know 3 years is alot
buildings are also very long-term asest if you build them strong and powerful
Notes Payable are long-term assets because it says " due in six months " . From whay i know 6 months is half year , and that is a lot
last but not least equiment . If you take care if your equiment it will stay good for al long time
P.S , hope it is right
PEACE
The skills she is illustrating is kindness and very happy and basically giving the customer a great attitude so that means you have good customer service
Answer:
-28.1%
Explanation:
Calculation for what would a 30% loss next year be outside the 95% confidence interval for the portfolio
The standard deviation of 95% confident will be 2
The first step is to find the Upper tail using this formula
Upper tail= Average return percentage +(Standard deviation of 95% confident *Standard deviation of its returns)
Let plug in the formula
Upper tail=0.113+(2*0.197)
Upper tail =0.113+0.394
Upper tail=0.507*100
Upper tail =50.7%
Second step is to find the Lower tail using this formula
Lower tail=Average return percentage -(Standard deviation of 95% confident *Standard deviation of its returns)
Let plug in the formula
Upper tail=0.113-(2*0.197)
Upper tail =0.113-0.394
Upper tail=-0.281*100
Upper tail =28.1%
Based on the above calculation the lower tail was -28.1% which means that it wouldn't in any way loss more than the 30% of it value next year outside the 95% confidence interval for the portfolio
