Answer:
A) Offering 1/2 price discounts through Costco.
Explanation:
Probably the most commonly used and most effective sales promotion is to offer a discount to your products or services. Everyone loves the idea of paying less for a product they need or want. But there is a catch with this type of activity, you shouldn't do it very often. If discounts are offered on a regular basis, then customers will tend to purchase the product only when a discount is available.
Answer:
The correct answer is letter "C": independent variable.
Explanation:
Independent variables are propositions in a study which effects help to analyze certain behavior of a dependent variable. The dependent variable does not change but the independent variables do. There may be more than one independent variable for only one dependent variable.
In the case, <em>the dependent variable is the change in sales at GO designs while the independent variable is the price increase.</em>
During a recession, the way that governments try to encourage growth is : increasing unemployment benefits
During
a recession, a number of unemployment will rapidly increased ( almost a
third of citizen could be jobless). In order to handle this, government
could increase unemployment benefit so the unemployed people have
enough to scrapped by until the recession is over or started a new
business.
<span>The nervous system uses
Gamma-Amino Butyric acid (GABA) as a neurotransmitter in the central nervous
system. The use of several depressants increases the transmission of GABA that
may cause the nervous system to slow down. The reaction of the body to several
depressants is also unpredictable which makes it more dangerous.</span>
Answer:
The expected return of the portfolio is 12.8%
Explanation:
A portfolio is invested 22% on stock G, 50% on stock J and 28% on stock K.
The expected return on stock G is 7%, on stock J is 13% and on stock K is 17%.
Weighted return on stock G
= 0.22*7%
=1.54%
Weighted return on stock J
=0.50*13%
=6.5%
Weighted return on stock K
=0.28*17%
=4.76%
The expected return on the portfolio
=Weighted return on stock G+Weighted return on stock J+Weighted return on stock K
=(1.54+6.5+4.76)%
=12.8%
