- In the following questions, the symbols %, &, #, * and @ are used with the following meaning as illustrated below:
‘Q@R’ means ‘Q is neither greater than nor equal to R’
‘Q$R’ means ‘Q is neither equal to nor smaller than R’
‘Q%R’ means ‘Q is neither smaller than nor greater than R’
‘Q&R’ means ‘Q is not smaller than R’
‘Q*R’ means ‘Q is not greater than R’
Now in each of the following questions assuming the given statement to be true, find which of the conclusions given below them is/are definitely true and give your answer accordingly.STATEMENTS: R@Q$V*Y&N%L$M*S
CONCLUSIONS:
a) M@L
b) Y&QOnly a is trueOnly b is trueEither a or b is trueBoth a and b are trueNeither a nor b is trueOption A - STATEMENTS: Y@V%Z$M&Q$X*T&W
CONCLUSIONS:
a)Z$Y
b) X@VOnly a is trueOnly b is trueEither a or b is trueBoth a and b are trueNeither a nor b is trueOption D - STATEMENTS: T*Y@P*V%M&Q&E$X
CONCLUSIONS:
a) V$X
b) X%VOnly a is trueOnly b is trueEither a or b is trueBoth a and b are trueNeither a nor b is trueOption A - STATEMENTS: Y*V%Q@M$U%W&N$R
CONCLUSIONS:
a) M$N
b) V$UOnly a is trueOnly b is trueEither a or b is trueBoth a and b are trueNeither a nor b is trueOption A - STATEMENTS: E@N$Q%V$U*W%H*I&K
CONCLUSIONS:
a) N$U
b) I&UOnly a is trueOnly b is trueEither a or b is trueBoth a and b are trueNeither a nor b is trueOption D - In these questions, relationships between elements are shown in the statements. These statements are followed by two conclusions. Give answer:
STATEMENTS: Gc≤Fc=Lc≤Jc; Jc≤Kc=Hc
CONCLUSIONS:
a) Hc=Gc
b). GcOnly a is trueOnly b is trueEither a or b is trueBoth a and b are trueNeither a nor b is trueOption C - STATEMENTS: PqUq≥Qq>Wq
CONCLUSIONS:
a) Wq>Sq
b) Tq>PqOnly a is trueOnly b is trueEither a or b is trueBoth a and b are trueNeither a nor b is trueOption B - STATEMENTS: Tanya>Udita≥Varsha≥Weom; XyloZarina
CONCLUSIONS:
a) Zarina>Udita
b) WeomOnly a is trueOnly b is trueEither a or b is trueBoth a and b are trueNeither a nor b is trueOption B - STATEMENTS: Kz
CONCLUSIONS:
a) Pz>Kz
b) Nz>OzOnly a is trueOnly b is trueEither a or b is trueBoth a and b are trueNeither a nor b is trueOption A - STATEMENTS: BsDs≤Es
CONCLUSIONS:
a). Bs≤Es
b). Cs>EsOnly a is trueOnly b is trueEither a or b is trueBoth a and b are trueNeither a nor b is trueOption E
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