Reasoning Ability Question And Answer For Bank Exam

In these question, relationships between different elements is shown in the statements. These statements are followed by two conclusion.the symbols are used with following meaning illustrated

' P%Q'  mean ' P is neither greater than nor smaller than Q '

' P$Q'  mean ' P is neither smaller than nor equal to Q '

' P#Q'  mean ' P is neither greater than nor equal to Q '

' P*Q'  mean ' P is not greater than Q '

' P@Q'  mean ' P is not smaller than Q '

1.Statement: V#K, K@B, B$M

   Conclusion: 1. V # B

                      2.M # K

                      3.M#V

(i)None is true

(ii)Only 1 is true

(iii)Only 2 is true

(iv)Only 3 is true

(v)Only 2 and 3 are true

2..Statement: D*R, R%F, F$T

   Conclusion: 1.F%D

                      2.F$D

                      3.T#R

(i)Only 1 is true

(ii)Only 2 is true

(iii)Only 3 is true

(iv)Only either 1 or 2 is true

(v) Only either 1 or 2and 3 are true

3.Statement: N@D, D*K, K$A

   Conclusion: 1.K@N

                      2.A#D

                      3.N$A

(i)None is true

(ii)Only 1 is true

(iii)Only 2 is true

(iv)Only 3 is true

(v)Only 2 and 3 are true

4..Statement: K@T, T$N, N#R

   Conclusion: 1.R$K

                      2.N*K

                      3.K$N

(i)None is true

(ii)Only 1 is true

(iii)Only 2 is true

(iv)Only 3 is true

(v)Only 2 and 3 are true

Answer

% = =

$ = >

# = <

* = <

@ = >

1.(iii)V<K>B>M

Conclusion: 1. V< B--> False      { Relationship not exist}

                      2.M < K--->True

                      3.M<V--> False      { Relationship not exist}

2.(v) D<R=F>T

Conclusion: 1.F=D    {Either 1 or 2 is true }                  

                   2.F>D

                   3.T<R----> True

3(i) N>D<K>A

   Conclusion: 1.K>N -> False      { Relationship not exist}

                      2.A<D -> False      { Relationship not exist}

                      3.N>A -> False      { Relationship not exist}

4.(iv)K>T>N<R

   Conclusion: 1.R>K -> False      { Relationship not exist}

                      2.N<K -> False      { Relationship not exist}

                      3.K>N----> True