agdimple333
In retail chains where store policy includes an allowance for merchandise returns based on dissatisfaction with the products, customers are twice as likely to report that they are dissatisfied with products as they are in retail chains that do not have such a policy. Although there is no objective test for customer satisfaction -- no way to determine whether a customer is telling the truth -- it is not logical to conclude, as some have done, that half of all these claims of dissatisfaction are false, because in retail chains lacking a satisfaction policy for returns, there is often no incentive for customers to report real dissatisfaction in the first place.
In the argument above, the two boldfaced portions do which of the following?
A. The first is an inference disputed by the argument; the second is a conclusion from that inference.
B The first is a claim whose accuracy is disputed later; the second is evidence that the claim is in fact accurate.
C The first is the basis of a claim disputed in the argument; the second is a reason that the claim might not be accurate.
D The first is evidence for a conclusion supported by other evidence later in the passage; the second is part of the main argument's conclusion.
E The first is evidence used to make a statement the argument accepts; the second is part of the conclusion accepting that argument.
The claim-customers are twice as likely to report that they are dissatisfied with products as they are in retail chains that do not have such a policy
The basis of this claim / why this claim occurred? -In retail chains where store policy includes an allowance for merchandise returns based on dissatisfaction with the products.
The first part is the basis of the claim.
" ...in retail chains lacking a satisfaction policy for returns, there is often no incentive for customers to report real dissatisfaction in the first place"
is the actual reason that why THE CLAIM-customers are twice as likely to report that they are dissatisfied with products as they are in retail chains that do not have such a policy MIGHT NOT BE TRUE.
(C) wins