Use the partially completed two-column proof for questions 8 and 9.

Given:

Question

Use the partially completed two-column proof for questions 8 and 9.

 

Given: <ABC is a right angle,  X is in the interior of <ABC, and  m<XBC = 45°.

Prove:    segment BX  bisects   <ABC

Identify the justification for step #2
Question 4 options:
	

CTPCP
	

Definition of a right <
	

Interior angles are equal
	

Segments are congruent

ganeshie8 · Answer

take a screenshot of the entire question and attach if psble

anonymous · Answer

look at #1

anonymous · Answer

attachment

anonymous · Answer

disregard that

anonymous · Answer

i do not know how to upload this on here

ganeshie8 · Answer

click on "Attach File"

ganeshie8 · Answer

you need to take a screenshot and save it first

ganeshie8 · Answer

alternatively you may upload the screenshot and provide the link using a screenshots app like https://gyazo.com/downloading

anonymous · Answer

#1

anonymous · Answer

no sorry wrong number

anonymous · Answer

this is the right one

ganeshie8 · Answer

Alright, so you want to find out the reason for statement 2

ganeshie8 · Answer

look at the first and second statements
and try to find out how second statement follows from first statement

ganeshie8 · Answer

then look at options and see if u can make a guess for the reason in step2

anonymous · Answer

okay i will

anonymous · Answer

is it definition of a right >?

anonymous · Answer

i eliminated segments are congruent and interior angels are equal those are not right . so im left with CTCP or definition of a right >

ganeshie8 · Answer

thats right !

ganeshie8 · Answer

CPCTC is not correct because we're not dealing with any congruent triangles here

ganeshie8 · Answer

<ABC = 90   by definition of right angle

anonymous · Answer

what that stands for ? do you know ?

anonymous · Answer

wow you are so brillant