<span>Sometimes, a user fee is indeed a user fee. But other times it's not that at all; instead, it's a tax hike disguised by a misnomer.</span>
Answer:
B. Scalping tends to be prevalent when there is a shortage of tickets.
Explanation:
Ticket scalping -
It is the method of buying the tickets of any event or show and then selling them at a much higher price to another person , is known as the process of ticket scalping .
It is an illegitimate practice .
Hence , during the shortage of ticket , the process of ticket scalping is increased .
Hence , the correct statement regarding Ticket scalping , is ( B. ) .
Answer: Desire
Explanation: AIDA model is widely used in marketing and advertising to describe the steps or stages that occur from the time when a consumer first becomes aware of a product or brand through to when the consumer trials a product or makes a purchase decision
AIDA is an acronym for Attention, Interest, Desire and Action. It is a model that assist to explain how an advertisement or marketing communications message engages and involves consumers in brand choice
It is one of the long standing model used in advertising and it is also known as hierarchy of effects model.
(12-6)/12 gives you the growth rate *over five years* (115%)
divide that by 5 and you get an average rate of 23% growth per year.
If we’re rounding, yes, that statement is correct. Otherwise, growth over five years doubled because there was a growth of 115% and year-over-year growth was 23%.
Answer:
The CPA Practice Advisor
The probability that the mean price for a sample of 30 federal income tax returns is within $16 of the population mean is:
= 56%
Explanation:
a) Data and Calculations:
Population mean (preparation fee for 2017 federal income tax returns) = $273
Population standard deviation of preparation fees = $100
Mean price for a sample of 30 federal income tax returns = $257 (which is within $16 of the population mean)
z = (x-μ)/σ
z = standard score
x = observed value
μ = mean of the sample
σ = standard deviation of the sample
Z = ($273 - $257)/$100
= 0.16
Using the z-table
P = 0.5636
