Direction: Compound Statement:
Type 1: "If X then Y and Z"
This statement implies that:
(i) (X → Y and Z)
(ii) (~ Y or/and ~ Z → ~ X)
Type 2: "If X then Y or Z" or "Whenever X then Y or Z"
This statement implies that:
(i) (X → Y or Z)
(ii) (~ Y and ~ Z → ~ X)
(iii) X and ~ Y → Z)
(iv) X and ~ Z → Y)
Type 3: "Unless X , Y and Z" or "Either X or Y and Z"
This statement implies that:
(i) (~ X → Y or Z)
(ii) (~ Y or/and ~ Z → X)
Type 4: "Only if X then Y and Z"
This statement implies that:
(i) (Y and Z → X)
(ii) ( ~ X → ~ Y and/or ~ Z)
Each question consists of a main statement followed by 4 statements in the answer options. From the given options select the one that logically follow the main statement.
-
Only if it is a national holiday, Pioneer career is not open and employee enjoy together.
-
- Today is not a national holiday it implies that Pioneer is not open and employee enjoy together.
- Employees are not enjoying together and Pioneer Career is open that implies it is not a national holiday.
- Today is not a national holiday it implies that Pioneer career is open or employee enjoy together.
- None of these.
Correct Option: C
This is the situation of "Only if X then Y and Z" it implies that:
(i) (Y and Z → X)
(ii) (~ X → ~ Y or/and ~ Z) given in option (C)
