Answer:
The answer is b) describe how to create intense and active loyalty relationships with customers.
Explanation:
The resonance model refers to the nature of the consumer's relationship with the brand, and the degree of synchronization that the consumer has with the brand. It is about answering questions that serve to define as a brand/company, questions that deepen issues of how the company is perceived by the target audience and will be the differential point that will generate the correlation of mutual interests with the brand and the consumer.
Explanation:
Get to the point quickly and be concise., but don't be impersonal or abrupt. Keep your sentences short and clear. Include everything your client needs to know in the email. If you're just providing information and don't need a response, write “No response needed” at the end of the email.
Answer:
A
Explanation:
In the Demand and Supply curve changes in prices will traduce in movements along the demand or along the supply curve but they will not change their position on the graph, for instance this will affect the quantity demanded or the quantity supplied. In this case, because the demand curve has a negative slope, if price decreases the quantity demanded increases. Intuitively, if consumers perceive a good or a service that is cheaper than before, more people will be interested on buying it.
When it is said that demand or supply increase or decrease is because one of those or both shifts to left or to right. But this happens only when factors different from prices have changed. The problem does not specify what changes the supply, but it says that "increases" then, we understand that there is a shift to the right of the supply curve. If the demand curve remains constant, then the equilibrium price will decrease, and the equilibrium quantity will increase. So, the statement is partially true at the beginning, but the second part is false.
Answer:
0.0515 or 5.15%
Explanation:
Given that
Monthly saving (C) = $20
Time (n) = 17 years × 12 months = 204 months
Future value (F) = $6,528.91
Using Future value if annuity due formula:
F = C × (1+r) × [{(1+r) ^n - 1 } ÷ r ]
$6,528.91 = $20 × (1+r) ×[{(1+r) ^204 - 1 } ÷ r ]
After solving this, the r value is
= 0.004288
Now
The annual rate of return is
= 0.004288 × 12 months
= 0.0515 or 5.15%
We simply applied the above formula to get the rate of return
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