Routing
August 15, 2024Engineering-Mathematics
August 15, 2024GATE 1998
| Question 5 |
What is the converse of the following assertion?
I stay only if you go.
| I stay if you go | |
| If I stay then you go | |
| If you do not go then I do not stay | |
| If I do not stay then you go |
Question 5 Explanation:
“I stay only you go” = “If I stay then you go”
⇒ i.e., A→B
Where A = If I stay; B = you go
Converse for (A→B) is (B→A)
⇒ If you go then I stay.
⇒ i.e., A→B
Where A = If I stay; B = you go
Converse for (A→B) is (B→A)
⇒ If you go then I stay.
Correct Answer: A
Question 5 Explanation:
“I stay only you go” = “If I stay then you go”
⇒ i.e., A→B
Where A = If I stay; B = you go
Converse for (A→B) is (B→A)
⇒ If you go then I stay.
⇒ i.e., A→B
Where A = If I stay; B = you go
Converse for (A→B) is (B→A)
⇒ If you go then I stay.