Answer:
Monthly payment (A)
Interest rate (r) = 4% = 0.04
Number of years = 5 years
Number of times payment is made in a year (m) = 12
PV = A(1 - (1 + r/m)-nm)
r/m
PV = $600(1 - (1 + 0.04/12)-5)
0.04/12
PV = $600(1 - (1 + 0.0033)-5)
0.0033
PV = $600(1 - (1.0033)-5)
0.0033
PV = $600 x 4.950878649
PV = $2,971
Explanation:
In this case, we need to apply the formula for present value of ordinary annuity. The monthly payments, interest rate and number of years were provided in the question with the exception of present value. Therefore, we will make the present value the subject of the formula.
The lands' end will be considered as the consumer in the given choices because a consumer is someone who purchases or buy materials for their benefits, this is seen above as they purchase merchandise and materials from around the world.
This is known as<u> "Business process reengineering".</u>
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Business Process Reengineering includes the radical update of core business procedures to accomplish sensational enhancements in profitability, process durations and quality. In Business Process Reengineering, organizations begin with a clear sheet of paper and reconsider existing procedures to convey more an incentive to the client. They commonly embrace another value framework that places expanded accentuation on client needs. Organizations lessen organizational layers and wipe out unproductive activities in two key regions.
The intelligent technique you may find most useful is the
fuzzy logic. This is an approach in which when computing, it is usually based
with the degrees of truth. This is considered to be a form of many valued logic
that allows the truth values in regards to variables may be in any real number.
Answer:
The answer is: Designing and implementing marketing mixes
Explanation:
Once you determine what segment your company is going to target, you need to design a marketing mix specific for that segment that fits your company's marketing strategy.
Different segments must have different strategies, but they should all relate to one "parent" strategy.
