Reasoning :: Symbols & Notations Problems And Answers

Quantitative Aptitude
Reasoning
Programming
Verbal Ability

(Q. 1 - 5) : In the following questions, the symbols #, %, @, $ and & are used with the following meanings as illustrated below
'A # B' means A is not smaller than B'.
'A % B' means A is not greater than B'.
'A @ B' means A is nether smaller than nor equal to B'.
'A $ B' means A is nether greater than nor equal to B'.
'A & B' means A is nether smaller than nor greater than B'.
In each of the following questions assuming the given statements to be true. find out which of the two conclusions I and II given below them is/are definitely true.

1. Statemennts :
          H & W, W % R, R @ F
    Conclusions : I. R & H
                        II. R @ H

A. If only conclusion I is true B. If only conclusion II is true
C. If either conclusion I or conclusion II is true D. If neither conclusion I nor conclusion II is true

2. Statements :
          M $ T,  T @ K,  K & D
     Conclusions : I. D $ T
                            II. K $ M

A. If only conclusion I is true B. If only conclusion II is true
C. If either conclusion I or conclusion II is true D. If neither conclusion I nor conclusion II is true

3. Statements :
          R % N,  N # F,  F @ B
     Conclusions : I. F & R
                           II. B $ N

A. If only conclusion I is true B. If only conclusion II is true
C. If either conclusion I or conclusion II is true D. If neither conclusion I nor conclusion II is true

4. Statements :
          H @ W, W $ M,  M # K
     Conclusions : I. K & W
                             II. H @ M

A. If only conclusion I is true B. If only conclusion II is true
C. If either conclusion I or conclusion II is true D. If neither conclusion I nor conclusion II is true

5. Statements :
          R # T, T & M, M @ D
     Conclusions : I. D $ T
                         II. R # M

A. If only conclusion II is true B. If either conclusion I or conclusion II is true
C. If neither conclusion I nor conclusion II is true D. If both conclusions I and II are true



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