Statements: T % J, J @ V, V # W Conclusions: I. T © W II. W @ T
Only conclusion I is true
Only conclusion II is true
Either conclusion I or II is true
Neither conclusion I nor II is true
Both conclusions I and II are true
SymbolMeaning©>%<@≥$≤#= We get, T < J ≥ V = W. Hence, either conclusion I or II is true.
Statements: R @ K, T © K, T $ M, M ☆ W Conclusions: I. W % K II. M © R III. T © R
Statements: T * U; U $ W; V @ L; W + V
Conclusions:
I. V @ T
II. L # W
Statements: V $ W, W @ T, T # H Conclusions:
a) V © T
b) H % W
Statements: W © T, T $ M, B # M Conclusions: I. W $ B II. M # W