Home Questions & Answers Aptitude Reasoning Question Answers If the number of policies which V sells in a day is less than 47, and is an odd number which is divisible by 3 but not 5, how many policies does he sell

Directions (next three questions) : Study the following information to answer the given questions.

Each of the six salespersons viz. U,V, W, X,Y and Z sells a different number of life insurance policies in a day. U sells more policies than Y and Z but less than X. Z sells more policies than only W. X does not sell the most number of policies. The one who sells the third highest number of policies sells 33 policies and the one who sell the lowest number of policies sells 11 policies in a day. Y sells 13 more policies than W.

(Applicable only to the following question)

If the number of policies which V sells in a day is less than 47, and is an odd number which is divisible by 3 but not 5, how many policies does he sell

24
45
39
27
21
Explanation:

V >X > U > Y > Z > W

↓ ↓ ↓

33 11+13=24 11 Policies

Policies Policies

V sells less than 47 policies and more than 33 policies in a day. So only 39 is an odd number which is divisibly by 3 but not 5.

Related Practice Tests

RBI Grade B Officer Reasoning Ability Practice Test Set 1

KPSC LDC Reasoning Practice Test Set 3

KPSC LDC Reasoning Practice Test Set 2

KPSC LDC Reasoning Practice Test Set 1

If the number of policies which V sells in a day is less than 47, and is an odd number which is divisible by 3 but not 5, how many policies does he sell

Related Question & Answers

Related Practice Tests