Which statements about the diagram are true? Check all that apply. is an angle bisector. LKQ is bisected. mJKL = 45° mMKQ + mPKQ = mPKM is an angle bisector. JKL QKM
Answers
Answer:
The options that would be true are m<MKQ+m<PKQ=m<PKM and PK is a bisector.
Reasoning:
The first option can’t be true because we don't know if PKQ and QKM are equal angles. So we can't
Surely state line KQ as the angle bisector.
The second option is also incorrect for the above given reason, we aren’t given any statements or representation regarding the concurrency of <PKQ and <PKL.
The third isn't true again because of the reason that it is simply not stated so.
The fourth option is true because without any statement we know that two segments of an angle (here <PKM) always add up to the whole angle.
The fifth option is correct because we are given the information that <PKM is a right angle and therefore 90° and a straight angle, which <JKM is said to be is 180°.
The last option is incorrect because we don't know have enough information about the concurrency of both angles.
Answer: The answer is all of the following
m ∠JKL = 45°
m ∠MKQ + ∠PKQ = m ∠PKM
Line segment P K is an angle bisector
Step-by-step explanation: I just took the test and got it right