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Bank Clerk :: CR Quiz 95
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1 .

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

Statements : All taps are wells
                      Some wells are canals
                      All canals are rivers
Conclusions : I. Some rivers are taps
                        II. Some wells are rivers

A.    if only conclusion I follows B.    if only conclusion II follows
C.    if either conclusion I or conclusion II follows D.    if neither conclusions I nor conclusion II follows
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2 .

Statements : Some files are papers
                       Some papers are books
                       All books are journals
Conclusions : I. Some papers are journals
                        II. Some files are journals

A.    if only conclusion I follows B.    if only conclusion II follows
C.    if either conclusion I or conclusion II follows D.    if neither conclusions I nor conclusion II follows
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3 .

Statements : Some apples are grapes
                       Some grapes are mangoes
                       No mango is guava
Conclusions : I. Some guavas are apples
                        II. No guava is apple

A.    if only conclusion I follows B.    if only conclusion II follows
C.    if either conclusion I or conclusion II follows D.    if neither conclusions I nor conclusion II follows
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4 .

Statements : Some computers are screens
                       Some screens are movies
                       Some movies are scripts
Conclusions : I. Some computers are movies
                        II. Some screens are scripts

A.    if only conclusion I follows B.    if only conclusion II follows
C.    if either conclusion I or conclusion II follows D.    if neither conclusions I nor conclusion II follows
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5 .

Statements : All pearls are gems
                      All gems are diamonds
                      All corals are gems
Conclusions : I. All pearls are diamonds
                        II. All corals are diamonds

A.    if only conclusion I follows B.    if only conclusion II follows
C.    if either conclusion I or conclusion II follows D.    if both conclusions I and II follow
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6 .

Direction (Q. 6 - 10) : In the following questions, the symbols @, ©, %,* and $ are used with the following meaning as illustrated below.
‘P © Q’ means ‘P is either smaller than or equal to Q’
‘P $ Q’ means ‘P is neither greater than nor smaller than Q’
‘P @ Q’ means ‘P is either greater than or equal to Q’
‘P % Q’ means ‘P is greater than Q’
‘P * Q’ means ‘P is smaller than Q’
Now in each of the following questions assuming the given statements to be true, find which of the two conclusions I and II given below them is / are definitely true ?

Statements : M@R,  R%T,   T$K
Conclusions : I. K*M        II. T*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 both conclusion I and II are true.
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7 .

Statements : H%J,   B©J,  B@F
Conclusions : I. F$J       II. J%F

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 : D$M,   M%W,   W@R
Conclusions : I. R*D          II. W©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
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9 .

Statements : A©N,   N*V,   V$J
Conclusions : I. J@N     II. A©V

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 : K*T,   T@B,  B©M
Conclusions : I. M%T     II. K©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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