BD is a bisector.
What is the size of angle ABC?
BD is a bisector.
What is the size of angle ABC?
Calculate angle \( \alpha \) given that it is a bisector.
Given:
\( ∢\text{ABC}=90 \)
\( ∢DBC=45 \)
Is BD a bisector?
\( ∢\text{ABD}=15 \)
BD bisects the angle.
Calculate the size of \( ∢\text{ABC} \).
\( \)
\( ∢ABC=120 \)
\( ∢ABD=60 \)
Which of the following are true?
BD is a bisector.
What is the size of angle ABC?
Since we are given that the value of angle DBC is 65 degrees, and we know that the angle bisector divides angle ABC into two equal angles, we can calculate the value of angle ABC:
130
Calculate angle given that it is a bisector.
Since an angle bisector divides the angle into two equal angles, and we are given that one angle is equal to 60 degrees. Angle is also equal to 60 degrees
60
Given:
Is BD a bisector?
Yes
BD bisects the angle.
Calculate the size of .
30
Which of the following are true?
BD bisects .
Calculate the size of angle \( \alpha \) given that it is a bisector.
\( ∢DBC=90° \)
BE cross \( ∢\text{DBA} \)
Find the value \( \alpha \)
BO bisects \( ∢ABD \).
\( ∢\text{ABD}=85 \)
Calculate the size of
\( \sphericalangle ABO\text{.} \)
\( ∢\text{ABD}=90 \)
CB bisects \( \sphericalangle\text{ABD} \).
\( \sphericalangle\text{CBD}=\alpha \)
Calculate the size of \( ∢ABC \).
What is the size of angle ABC given that BD is a bisector?
Calculate the size of angle given that it is a bisector.
45
BE cross
Find the value
45
BO bisects .
Calculate the size of
42.5
CB bisects .
Calculate the size of .
45
What is the size of angle ABC given that BD is a bisector?
80
\( ∢ABC\text{ }=130 \)
Given that a is a bisector, calculate angle \( \alpha \).
a is a bisector.
\( ∢BAC = 80° \)
Calculate angle \( \alpha \).
BE bisects \( ∢\text{FBD} \).
\( ∢\text{FBE}=25 \)
Calculate the size of \( ∢\text{EBD} \).
\( ∢\text{AFB}=60 \)
\( ∢\text{AFE}=120 \)
\( ∢EFD=80 \)
FC bisects \( ∢DFB \).
Calculate the size of angle \( ∢\text{DFC} \)
Which line segment(s) are bisectors?
Given that a is a bisector, calculate angle .
65
a is a bisector.
Calculate angle .
40
BE bisects .
Calculate the size of .
25
FC bisects .
Calculate the size of angle
50
Which line segment(s) are bisectors?
All of the above.
Given:
\( ∢ABC=90 \)
\( ∢ABD=45 \)
\( ∢EBC=22.5 \)
Choose sides that are bisectors
BD bisects \( ∢\text{ABC} \).
\( ∢EBC=\alpha \)
\( ∢DBE=30 \)
Calculate the size of \( ∢\text{ABD} \).
BD bisects \( ∢\text{ABC} \).
BE bisects\( ∢\text{ABD} \).
\( ∢\text{ABC}=50 \)
Calculate the size of \( ∢\text{ABE} \).
OC bisects \( ∢\text{DOB} \).
\( ∢KOD=2\alpha \)
\( ∢DOC=\alpha \)
\( ∢KOB=68 \)
Calculate the size of angle \( ∢\text{DOC} \) (\( a \)).
Look at the diagram below.
Which line segment is the bisector of the angle?
Given:
Choose sides that are bisectors
Answers a + b
BD bisects .
Calculate the size of .
BD bisects .
BE bisects.
Calculate the size of .
12.5
OC bisects .
Calculate the size of angle ().
17
Look at the diagram below.
Which line segment is the bisector of the angle?
BD