plz answer 5 6 7 8 9
Attachments:

Answers
Answered by
1
8) in quad ABOE,
angle A is 90 degree(angle in a semicircle)
angle A +angleB+angleO+angleE=360degree
so,angleOEA= 85 degree
so , angleOED=95 degree(linear pair)
also angle EOC = 40 degree(linear pair)
now by angle sum property in triangle EOC,
EDO= 45 degree....
HOPE IT HELPED
THUMBS UP!!!
angle A is 90 degree(angle in a semicircle)
angle A +angleB+angleO+angleE=360degree
so,angleOEA= 85 degree
so , angleOED=95 degree(linear pair)
also angle EOC = 40 degree(linear pair)
now by angle sum property in triangle EOC,
EDO= 45 degree....
HOPE IT HELPED
THUMBS UP!!!
Answered by
0
6) Construction- Join BO and CO ( O is center of circle)
Proof- angle BOC= 60 ( angle subtended by an arc at the center of a circle is twice the angle subtended by the same arc on the remaining part of the circle)
BO=CO=radius of circle
BOC is an isosceles triangle
angle CBO=angle BCO ( angle opposite two equal sides of an isosceles triangle are equal)
2angleCBO+angle BOC=180(Angle Sum Property)
2angle CBO=120
angle CBO= 60
angle BCO=60 (angle CBO=BCO)
BOC is an equilateral triangle
BO=CO=BC
BUT BO=CO= radius
So, BC= radius
Proof- angle BOC= 60 ( angle subtended by an arc at the center of a circle is twice the angle subtended by the same arc on the remaining part of the circle)
BO=CO=radius of circle
BOC is an isosceles triangle
angle CBO=angle BCO ( angle opposite two equal sides of an isosceles triangle are equal)
2angleCBO+angle BOC=180(Angle Sum Property)
2angle CBO=120
angle CBO= 60
angle BCO=60 (angle CBO=BCO)
BOC is an equilateral triangle
BO=CO=BC
BUT BO=CO= radius
So, BC= radius
Similar questions