**Read the information carefully to answer the question.**

A tourist can tour utmost four places out of A, B, C, D, E, F and G. Out of four, not more than two can come under holiday tour and at least two must come under business trip. The break up is as follows:

Four members have to be nominated to a Committee and there are six candidates: A, B, C, D, E and F. The following restrictions hold good:

(A) If A is nominated, then D does not find any place.

(B) If B is nominated, then either E or F has to be nominated, but not both.

(C) If C is nominated, then both D and E have to be nominated. **Which one of the following is an acceptable combination?**

#### Options

A, B, C and E

A, B, C and D

B, C, D and E

B, C, D and F

#### Solution

B, C, D and E

**Explanation:**

'A, B, C and E' is not acceptable because it includes C and E but not D. Therefore, it violates restriction C.

'A, B, C and D' is not acceptable because it includes both A and D which violates restriction A.

'B, C, D and F' is not acceptable because it includes C and D but not E which again violates restriction C.

Only 'B, C, D and E' meets all the restrictions and is, therefore, an acceptable combination.