how is constructing an angle bisector similar to constructing a perpindicular bisector?
Both constructions begin with a given angle
Both constructions allow you to find the midpoint of a segment
Both constructions require that you draw a ray
Both constructions require that you find the point where two arcs intersect ****
19 answers
Yes, I agree with you.
So super stuck on these please check my work! Here are a few more
Given Angle A how can you construct an angle whose measure is 1/4 m angle A?
Construct the angle bisector of Angle A,and then construct the bisector of one of the newly created angles***
Construct the Angle bisector of Angle A , then construct an angle that is congruent to one of the newly created angles
Construct the angle bisector of Angle A, then construct the perpendicular bisector of the angle bisector
construct the angle bisector of Angle A, then construct a segment that is congruent to the angle bisector
Given Angle A how can you construct an angle whose measure is 1/4 m angle A?
Construct the angle bisector of Angle A,and then construct the bisector of one of the newly created angles***
Construct the Angle bisector of Angle A , then construct an angle that is congruent to one of the newly created angles
Construct the angle bisector of Angle A, then construct the perpendicular bisector of the angle bisector
construct the angle bisector of Angle A, then construct a segment that is congruent to the angle bisector
You are not stuck, you are doing fine. Yes (1/2) * (1/2) = 1/4 :)
Awesome thank you
You are welcome.
Me: 4 years late
Hahah try 5!!
Haha 6
Haha 7 soon
Haha not 7 yet
Not 10
anyone else like bread?
im so gonna fail geometry
bruh wbu the differences
1.B
2.A
3.C
4.D
5.D
6.A
7.A
8.C
9.A
10.B
2.A
3.C
4.D
5.D
6.A
7.A
8.C
9.A
10.B
There’s two parts to question 5and 6
L lawliet is completely correct.
nice to see some of these comments aren't 4 years old lol
L is correct thx frfr
1 answer