Studies in restaurants show that the tips left by customers who pay their bill in cash tend to be larger when the bill is presented on a tray that bears a credit-card logo. Consumer psychologists hypothesize that simply seeing a credit-card logo makes many credit-card holders willing to spend more because it reminds them that their spending power exceeds the cash they have immediately available.
Which of the following, if true, most strongly supports the psychologists’ interpretation of the studies?
为什么 D 不对么?
讨论区里有不少这题详细的讨论,
个人认为这题的choice D 是 irrelevant.
Q9,
premise
1
:Studies in restaurants show that the tips left by customers who pay their bill in cash tend to be larger
when the bill is presented on a tray that bears a credit-card logo.
premise
2 : because it reminds them that their spending power exceeds
the cash they have immediately available.
conclusion : Consumer psychologists hypothesize that simply seeing a credit-card logo makes
many credit-card holders willing to
spend more
Which of the following, if true, most strongly supports the psychologists’ interpretation of the studies?
( irrelevant )
with a restaurant bill on a tray with credit-card logo than when the tray has no logo.
( Correct, 用另一个事实来support conclusion )
( irrelevant )
( irrelevant;无关比较, 无法support conclusion )
is displayed on the tray with which the bill is prepared. ( irrelevant )
i think B reminds people the CC obligation, which sometimes can reduce the money people are willing to spend...
stil confused
this question need us to find a choice that will support the explaination by psychologists
Psychologists think that the credit-card logo help the customers remind of thire protential spending power.So they leave tips much more than before.
Chioce D is out of scope.Argument above invloves only one kind of person who who pay their bill in cash .They will leave more tips than usual when they were informed their protential spending power by the credit-card logo presented on the tray.
B is the answer.
That's the pattern:A-->B
SUPPORT PATTEN: no A---> no B
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