raja_asu wrote:
Analyst: The pace of technological development brings a constant stream of new devices to the market, and many of them enjoy commercial success. But announcing new technology too soon after the introduction of a successful device can backfire. Once consumers hear about the new device, they may stop buying the one currently on sale. So, if a company wishes to announce the upcoming sale of a new device, it should wait until purchases of the old device have begun to decline.
Which of the following, if true, would best support the analyst's main assertion?
A. New technology often becomes less expensive after an initial surge in sales.
B. Media outlets, such as television programs and magazines, often report on the planned introduction of new devices while the sales of old devices are still strong.
C. Many consumers are unable to determine whether new technology is superior to current technology.
D. Surveys have shown that some consumers make only one or two technology purchases per year, whereas others make more frequent purchases.
E. Consumers tend to be loyal to technology companies whose products they enjoy using.
I chose D, but the right answer is B. I don't get the explanation given. Can you explain it more clearly?
Thanks Ron for the detailed reply. However, my concern is that Option B) doesnt help me to strengthen Author's "main assertion". Option strengthens the premise X (= companies releasing information about their new device) before concluding Y (companies should hold on to releasing ANY information until the old device's sales are up). Essentially, if X happens, Y SHOULD be done.
I see your point about "hearing." I also read Stacey's response to the same question on the same lines as you have described. But, can you please tell me two things :
1) Is my understanding correct ?
2) The next time I see this question, how can I make sure that I beat it. I always thought that strengthen questions may look out of scope but their main goal is to help author say "yes" to the
conclusion and not
premise. I am sorry but my logic is not saying "yes" to the conclusion if I am given "B." I have a bad feeling that I am missing something.
Can you please help ?
Thanks
Voodoo Child