Question

which of the following is the conclusion of the statement \an angle has exactly one bisector\?
o if an angle has exactly one bisector
o if an angle exists
o then it has exactly one bisector

Explanation:

Step1: Analyze the structure of a conditional statement

A conditional statement has the form "if \(p\) then \(q\)", where \(p\) is the hypothesis and \(q\) is the conclusion.

Step2: Identify hypothesis and conclusion in the given statement

In the statement "An angle has exactly one bisector", the hypothesis \(p\) is "an angle exists" and the conclusion \(q\) is "it has exactly one bisector".

Answer:

then it has exactly one bisector