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1'5 Segment

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The point that bisects a segment. Bisects? splits into 2 equal ... Ex: If FH bisects EFG & m EFG=120o, what is m EFH? G. H. E. F. Last example: Solve for x. ... – PowerPoint PPT presentation

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Title: 1'5 Segment


1
1.5 Segment Angle Bisectors
  • p.34

2
Always Remember!
  • If they are congruent, then set their measures
    equal to each other!

3
Midpoint
  • The point that bisects a segment.
  • Bisects?
  • splits into 2 equal pieces

12x3 10x5
A M B
12x310x5 2x2 x1
4
Segment Bisector
  • A segment, ray, line, or plane that intersects a
    segment at its midpoint.

k
A
M
B
5
Compass Straightedge
  • Tools used for creating geometric constructions
  • We will do a project with these later.

6
Midpoint Formula
  • Used for finding the coordinates of the midpoint
    of a segment in a coordinate plane.
  • If the endpoints are (x1,y1) (x2,y2), then

7
Ex Find the midpoint of SP if S(-3,-5) P(5,11).
8
Ex The midpoint of AB is M(2,4). One endpoint
is A(-1,7). Find the coordinates of B.
9
Angle Bisector
  • A ray that divides an angle into 2 congruent
    adjacent angles.
  • BD is an angle bisector of ltABC.

A
D
B
C
10
Ex If FH bisects ltEFG mltEFG120o, what is
mltEFH?
E
H
F
G
11
Last example Solve for x.
If they are congruent, set them equal to each
other, then solve!
x40o
x403x-20 402x-20 602x 30x
3x-20o
12
Assignment
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