LIC AAO Reasoning Quiz: 1st April 2019 |

Dear Aspirants,

Reasoning ability Quiz For LIC AAO 2019

Life Insurance Cooperation has released the notification for the posts of AAO for the Recruitment in 2019-20. This is a great opportunity for all those who aspire to become a Banker this year. Now the next step is to start practicing for the exams from now itself. Here is a quiz on Reasoning ability being provided by Adda247 to let you practice the best of latest pattern Reasoning ability Questions for LIC AAO 2019-20.

Directions (1-5): In these questions, relationship between different elements is shown in the statements. These statements are followed by two conclusions:

Q1. Statements: B>Q=I, K >I≤V, B<S

Conclusion: I. I<S
II. I≤Q

If only conclusion I follows.

If only conclusion II follows.

If either conclusion I or II follows.

If neither conclusion I nor II follows.

If both conclusion I and II follow.

Solution:

I. I<S(True)
II. I≤Q(False)

Q2. Statements: Z≥Q, R>J, O>Q>J, T>Z
Conclusion: I. O>T
II. T>J

If only conclusion I follows.

If only conclusion II follows.

If either conclusion I or II follows.

If neither conclusion I nor II follows.

If both conclusion I and II follow.

Solution:

I. O>T (False)
II. T>J (True)

Q3. Statements: A<W=B, Y≥W, A≥U, X≤B
Conclusion: I. Y>U
II. W≥X

If only conclusion I follows.

If only conclusion II follows.

If either conclusion I or II follows.

If neither conclusion I nor II follows.

If both conclusion I and II follow.

Solution:

I. Y>U (True)
II. W≥X (True)

Q4. Statements: Z≥U, C=B<U, D≥Z>O
Conclusion: I. B≤D
II. O<U

If only conclusion I follows.

If only conclusion II follows.

If either conclusion I or II follows.

If neither conclusion I nor II follows.

If both conclusion I and II follow.

Solution:

I. B≤D (False)
II. O<U(False)

Q5. Statements: S=B, K>Q≥B, J≥Q, R≤S
Conclusion: I. J>R
II. R=J

If only conclusion I follows.

If only conclusion II follows.

If either conclusion I or II follows.

If neither conclusion I nor II follows.

If both conclusion I and II follow.

Solution:

I. J>R (False)
II. R=J (False)

Directions (6-10): Study the following arrangement carefully and answer the questions given below:

8 6 3 5 1 4 9 4 7 3 2 1 3 9 1 8 1 2 5 7 2 5 9 6 4 2 5 2 8 5 2 6 4

Q6. How many 3s are there in the above arrangement, each of which is immediately preceded by a digit which has a numerical value of more than five?

None

One

Two

Three

More than three

Solution:

63, 73

Q7. Which of the following is seventh to the right of the twentieth from the left end of the above arrangement?

Solution:

7th to right of 20th from left = 20 + 7 = 27th from left = 5

Q8. If all the odd digits are deleted (dropped) from the above arrangements, then which of the following will be ninth from the right end of the arrangement?

Solution:

Q9. How many such 1s are there in the above arrangement each of which is immediately preceded by an odd digit and immediately followed by an even digit?

None

One

Two

Three

More than three

Solution:

514, 918

Q10. How many such 3s are there in the above arrangement, each of which is immediately preceded by a perfect cube?

None

One

Two

Three

More than three

Solution:

1 3

Directions (11-15): Study the following information carefully and answer the given questions.

Seven different boxes P, Q, R, S, T, U, V are placed one above another. All of them contain different item Scale, Pencil, Toffee, Eraser, Chocolate, Pen, Ring. Two boxes are placed between box P and U. The box which contain Pencil is placed at the bottom. More than three boxes are placed between box P and the box which contain Pencil. Only one box is placed in between S and Q. Box S is placed above box U. Only two boxes are placed between Q and V, which contain Scale. Box V is not placed immediately above and immediately below U. Box Q contain Ring and Box R contain Pen. Only three boxes are placed between the box which contain Pen and the box which contain Chocolate. Box S does not contain Toffee.

Q11. How many boxes are placed between box S and R?

Four

Three

Two

One

None

Solution: