In the question given below certain symbols are used with the following meaning:A@B means A is greater than B A*B means A is either greater than or equal to B A#B means A is equal to B A$B means A is either smaller than or equal to B A+B means A is smaller than B Now in each of the following questio
In the question given below certain symbols are used with the following meaning:
A@B means A is greater than B
A*B means A is either greater than or equal to B
A#B means A is equal to B
A$B means A is either smaller than or equal to B
A+B means A is smaller than B
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.
Give answer (a)if only conclusion I is true
Give answer (b)if only conclusion II is true
Give answer (c)if either conclusion I or II is true
Give answer (d)if neither conclusion I nor II is true
Give answer (e)if both conclusions I and II are true.
Statements: B+D, E$T, T*P, P@B
Conclusions:I.P$D II.P@D
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
The statements are :
B < D , E $\leq$ T , T $\geq$ P , P > B
Combining above inequalities, we get :
P, D > B & T $\geq$ P, E
The conclusions :
P $\leq$ D [cannot be determined]
P > D [cannot be determined]
Relation between P & D cannot be established.
Thus, both conclusion I & II are not true.
The statements are :
B < D , E $\leq$ T , T $\geq$ P , P > B
Combining above inequalities, we get :
P, D > B & T $\geq$ P, E
The conclusions :
P $\leq$ D [cannot be determined]
P > D [cannot be determined]
Relation between P & D cannot be established.
Thus, both conclusion I & II are not true.