Each of these questions consists of a question followed by information in two statements I and II. You have to study the question and the statements and decide that the information in which of the statements(s) is/are required to answer the question.
Six people have off on different days of the same week, starting from Monday and ends on Saturday. How many people have off between K and P?
I. Not more than two people have off after F. Two people have off between F and W. The number of people have off after F is same as the number of people have off before P.
II. Three people have off after W. One person has off between W and K.

Options

A. Only statement I is sufficient
B. Only statement II is sufficient
C. Either statement I or statement II is sufficient
D. Both statements I and II are sufficient

Answer

D

Explanation

From statement I:
Not more than two people have off after F. Two people have off between F and W.

The number of people have off after F is same as the number of people have off before P.
Here, Case 1 gets eliminated:

From statement II:
Three people have off after W. One person has off between W and K.

From both statements I and II:
Not more than two people have off after F. Two people have off between F and W. The number of people have off after F is same as the number of people have off before P. Three people have off after W. One person has off between W and K.

Hence, three people have off between K and P.
Clearly, both statements I and II are sufficient.