Crack SBI Clerk / Syndicate PO / Canara Bank PO 2018 – Logical Reasoning (Alpha Numeric Symbols & Inequality) Day-10

Crack SBI Clerk / Syndicate PO / Canara Bank PO 2018 – Logical Reasoning (Alpha Numeric Symbols & Inequality) Day-10:

Dear Readers, Reasoning Section play a vital role in Banking and all other competitive exams. This year 2018 was started with three wonderful opportunities; Syndicate Bank PO Exam, Canara Bank PO Exam and Most Awaited SBI Clerk 2018. To enrich your preparation here we have providing new series of Practice Questions on Reasoning Ability – Coding Decoding. Candidates those who are going to appear in Bank Exams 2018 can practice these questions daily and make your preparation effective.

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Daily Practice Test Schedule | Good Luck

Direction(1-5) Study the following digit-letter-symbol sequence carefully and answer the questions given below:

R *  T  J  L  2  $  D  =  M  #  8  C  %  B  <  K  1  &  A  W  ?   P   E  +  Q   @  7   F  6

1) How many such numbers are there in the above sequence, each of which is immediately preceded by a consonant and immediately followed by a symbol?

a) Nil

b) One

c) Three

d) Four

e) None of these

2) Which of the following is sixth to the left of eighteenth element from the left?

1. %
2. C
3. 1
4. 8
5. None of these

3) If the above sequence is written in reverse order then which of the following will be sixth to the right of sixteenth element from the right end?

1. M
2. A
3. B
4. ?
5. None of these

4) Which of the following is sixth to the left of eighth element from the right ?

1. A
2. $
3. K
4. L
5. None of these

5) After dropping all Numbers then which will be the 9^th element from the right end?

1. A
2. D
3. #
4. @
5. None of these

Directions (6 – 10): In the following questions, the symbols @, #, $, © and % are used with different meanings as follows:

1. P @ Q means “P is not smaller than Q”.
2. P # Q means “P is not greater than Q”.
3. P $ Q means “P is neither greater than nor equal to Q”.
4. P © Q means “P is neither smaller than nor equal to Q”.
5. P % Q means “P is neither greater than nor smaller than Q”.6). Statement:  A @ B, B © C, C % D

Conclusions:

1. A @ D    II. D % B

1. If only conclusion I is true.
2. If only conclusion II is true.
3. If either conclusion I or II is true.
4. If neither conclusion I nor II is true.
5. If conclusions I and II both are true.

7) Statement: A # B, B © C, C @ D

Conclusions:

1. A @ C    II. B © D

1. If only conclusion I is true.
2. If only conclusion II is true.
3. If either conclusion I or II is true.
4. If neither conclusion I nor II is true.
5. If conclusions I and II both are true.8) Statement: A @ B, B @ C, C @ D

Conclusions:

1. D # B      II. C % A

1. If only conclusion I is true.
2. If only conclusion II is true.
3. If either conclusion I or II is true.
4. If neither conclusion I nor II is true.
5. If conclusions I and II both are true.

9) Statement:  A @ B, B © C, C # D

Conclusions:

1. A © C    II. B % D

a) If only conclusion I is true.
b) If only conclusion II is true.
c) If either conclusion I or II is true.
d) If neither conclusion I nor II is true.
e) If conclusions I and II both are true.

10) Statement:  A © B, B % C, C $ D

Conclusions:

1. A © C     II. B $ D

a) If only conclusion I is true.
b) If only conclusion II is true.
c) If either conclusion I or II is true.
d) If neither conclusion I nor II is true.
e) If conclusions I and II both are true.

Explanation:

1). Answer e) None of these

L  2  $  and  K  1  &

2). Answer d) 8

R *  T  J  L  2  $  D  =  M  #  8

3). Answer a) M

4). Answer c) K

K  1  &  A  W  ?   P   E  +  Q   @  7   F  6

5). Answer a) A

R *  T  J  L   $  D  =  M  #   C  %  B  <  K   &  A  W  ?   P   E  +  Q   @     F

6). Answer d) If neither conclusion I nor II is true.

A ≥ B > C = D

1. A ≥ D
2. D = B

Neither conclusion I nor II is true

7). Answer b) If only conclusion II is true.

A ≤ B > C ≥ D

1. A ≥ C
2. B > D

Only conclusion II is true

8). Answer a) If only conclusion I is true.

A ≥ B ≥ C ≥ D

1. D ≤ B
2. C = A

Only conclusion I is true

9). Answer a) If only conclusion I is true.

A ≥ B > C ≤ D

1. A > C
2. B = D

Only conclusion I is true

10). Answer e) If conclusions I and II both are true.

A > B = C < D

1. A > C
2. B < D

Conclusions I and II both are true

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