Answer:
Option 1. F F → T
Step-by-step explanation:
The given statements are
"A line has only one point" - This statement is false as we know a line has two end points. Therefore the truth value of this statement is False.
"A plane has at least 3 points" - This statement is true as a plane contains at least three non collinear points . Therefore truth value of the statement is True.
As we know "truth value of Statement p → Statement q is False only when the truth value of statement p is True and for statement q is False."
Therefore in this condition F T → T is the correct illustration.
Answer: The correct option is (A) F T → T.
Step-by-step explanation: We are given to select the correct illustration of the truth value of the following statement :
"A line has only one point or a plane has at least 3 points".
Let p : A line has only one point. This is a false statement.
And
q : a plane at least three points. This statement is true.
Therefore, the statement p or q is written as p ∨ q.
Since p is false and q is true, so p ∨ q will be true.
That is,
p q p ∨ q
F T T
Thus, the correct illustration is F T → T.
Option (A) is CORRECT.
