Answer:
Intensive distribution
Explanation:
Intensive distribution -
It is one of the strategy of marketing where the company sells the goods or commodity via as many possible outcomes as possible , so that people can get the product everywhere , is known as the strategy of intensive distribution .
Hence , from the question , the variety of candies produced by the Nuxall Confections are made to be available everywhere possible , to increase the sale .
Answer:
The Global Textile and
Garments Industry:
The Role of Information
and Communication
Technologies (ICTs)
in Exploiting the
Value Chain
Information and Communication
Technology (ICT) has an important role
to play as developing countries adjust
to the new era. These opportunities will
derive from the ability of ICTs to open
up parts of the supply chain (other than
basic manufacturing and processing)
to developing countries. This report
presents case studies of companies that
have successfully used ICTs to move,
for example, into higher-value activities
such as design and logistics, or to
access niche markets
Answer:
2.96% will be effective rate of the investment
Explanation:
First year:
1,000 x 1 + 10%) = 1,100
<em><u>Second year: </u></em>
1,100 + 3,000 = 4,100 invesmtent balance
4,100 x (1 - 5%) = 3,895
<em><u>Third year:</u></em>
3,895 + 2,000 = 5,895
5,895 x (1 + 2%) = 6012.9
<em><u>Fourth year:</u></em>
6012.9 + 500 = 6512.9
6,512.9 x (1+ 8%) = 7033.932
We calcualte rate that is equivalent with the following cash flow:

We solve using excel goal seek
0.029646151
The compound interest formula is:

Where:
A is the amount you will have.
P is the money you are investing.
r: is the interest rate (in decimals)
n: number of times the interest is compounded per year
t: time (in years)
The first thing is converting the rate from percentage to decimal:

Since the interest is compounded every month and a year has 12 months n=12.
Now we can replace the values in our formula:

We can simplify the exponents to get:

Finally, we can use our calculator to get 288463.33
After 18 your balance in your bank account will be $288463.33