In these questions, certain symbols have been used to indicate relationships between elements as follows :P @ Q means P is not greater than Q.P # Q means P is not smaller than QP ? Q means P is neither greater than Q nor smaller than QP $$\star$$ Q means P is neither greater than Q nor equal to QP $
In these questions, certain symbols have been used to indicate relationships between elements as follows :
P @ Q means P is not greater than Q.
P # Q means P is not smaller than Q
P ? Q means P is neither greater than Q nor smaller than Q
P $$\star$$ Q means P is neither greater than Q nor equal to Q
P $ Q means P is neither smaller than Q nor equal to Q.
In each questions, three statements showing certain relationships have been given, followed by two conclusions I and II. Assuming that the given statements are true, find out which of the two conclusions is/are definitely true:
Statements: K * T, T $ F, F # R
Conclusions: I. K $ R
II. F $$\star$$ K
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
2 answers
Statements :
K < T , T > F , F $\geq$ R
=> T > F $\geq$ R and T > K
Conclusions :
K > R [cannot be determined]
F < K [cannot be determined]
Thus, neither conclusions are true.
Statements :
K < T , T > F , F $\geq$ R
=> T > F $\geq$ R and T > K
Conclusions :
K > R [cannot be determined]
F < K [cannot be determined]
Thus, neither conclusions are true.