prove that the angle opposit to equal
side of an irosceles are equal
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Answer:Beacause of iscoceles triangle property...xD
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Let there be a triangle ABC
GIVEN: ABC IS A TRIANGLE WITH SIDES AB AND AC EQUAL.
CONSTRUCTION: ANGLE BISECTOR OF ANGLE A. (Name it as AD)
Proof:
In triangles ABD and ACD,
The side AD is common
AB=AC
Angle BAD= ANGLE CAD
So the triangles ABD and ACD are congruent using the SAS property.
So you can tell that Angle B IS EQUAL TO Angle C.
Hence proved.....
GIVEN: ABC IS A TRIANGLE WITH SIDES AB AND AC EQUAL.
CONSTRUCTION: ANGLE BISECTOR OF ANGLE A. (Name it as AD)
Proof:
In triangles ABD and ACD,
The side AD is common
AB=AC
Angle BAD= ANGLE CAD
So the triangles ABD and ACD are congruent using the SAS property.
So you can tell that Angle B IS EQUAL TO Angle C.
Hence proved.....
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