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Bank Clerk :: CR Quiz 167
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1 .

Direction (Q. 1 - 5): In each of the questions below are given three statements followed by four conclusions numbered I, II, III and IV. You have to take the given statements to be true even if they seem to be at variance from commonly known facts. Read all the three conclusions and then decide which of the given conclusions logically follows from the given statements disregarding commonly known facts.

Statements : All players are spectators
                     Some spectators are theatres
                     Some theatres are dramas
Conclusions : I. Some dramas are spectators
                      II. Some players are dramas
                      III. Some theatres are players
                       IV. All spectators are players

A.    Only II follows B.    None follows
C.    Only II and IV follow D.    Only I and III follow
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2 .

Statements : Some buckets are waters
                     All waters are papers
                     Some papers are woods
Conclusions : I. Some woods are waters
                      II. Some buckets are woods
                      III. Some papers are buckets
                      IV. Some woods are buckets

A.    None follows B.    Only II follows
C.    Only III follows D.    Only IV follows
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3 .

Statements : Some rings are phones
                     Some phones are computers
                     Some computers are stations
Conclusions : I. Some stations are rings
                      II. Some phones are stations
                      III. Some computers are rings
                      IV. All rings are stations

A.    None follows B.    Only I and II follow
C.    Only I, II and III follow D.    Only II and III follow
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4 .

Statements : All leaves are inks
                     No ink is brush
                     All cakes are brushes
Conclusions : I. Some cakes are leaves
                      II. Some inks are cakes
                      III. Some ink are leaves
                      IV. Some cakes are brushes

A.    All follow B.    Only I and II follow
C.    Only II and III follow D.    Only III and IV follow
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5 .

Statements : All needles are threads
                     All threads are boxes
                     All trees are boxes
Conclusions : I. No needle is tree
                      II. Some trees are threads
                      III. Some boxes are needles
                      IV. Some trees are needles

A.    Only either I or IV follows B.    Only either I or IV and II follow
C.    Only III follows D.    Only either I or IV and III follow
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6 .

Direction (Q. 6 - 10) Read the following information carefully and answers the questions which follow.
‘X @ Y’ means ‘X is not greater than Y’.
‘X # Y’ means ‘X is neither smaller than nor equal to Y’
‘X ©Y’ means ‘X is not smaller than Y’
‘X $ Y’ means ‘X is neither greater than nor equal to Y’
‘X Δ Y’ means ‘X is neither greater than nor smaller than Y’.
Now in each of the following questions assuming the given statements to be true, find which of the two conclusions I & II given below them is / are definitely true ?

Statements : D @ R, S $ R, H Δ S
Conclusions : I. D # S     II. H Δ R

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
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7 .

Statements : G $ T, N Δ T, O © N
Conclusions : I. T Δ O    II. O # G

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
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8 .

Statements : P © J, J # L, R @ L
Conclusions : P # L       II. R Δ P

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
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9 .

Statements : M Δ A, A @ Q, B # Q
Conclusions : I. M $ Q      II. Q Δ M

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
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10 .

Statements : P $ V, W # V, U Δ W
Conclusions : I. U # P      II. V Δ U

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
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