show that a median of a triangle divides it into two traingles of equal area.
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Given,triangle ABC is a isosceles triangle in which AB=AC,and<BAM=<CAM.
To prove; Triangle BAM=Triangle CAM
Construction: draw AM median on BC
Proof: In triangle BAC & triangle CAM
. AB=AC. (GIVEN)
. <BAC=<CAM. (GIVEN)
. AM=AM. (Common )
By SAS congurence rule
triangle BAM=triangle CAM
HENCE PROVED..
To prove; Triangle BAM=Triangle CAM
Construction: draw AM median on BC
Proof: In triangle BAC & triangle CAM
. AB=AC. (GIVEN)
. <BAC=<CAM. (GIVEN)
. AM=AM. (Common )
By SAS congurence rule
triangle BAM=triangle CAM
HENCE PROVED..
Answered by
2
Answer:
hello!
Step-by-step explanation:
Given,triangle ABC is a isosceles triangle in which AB=AC,and<BAM=<CAM.
To prove; Triangle BAM=Triangle CAM
Construction: draw AM median on BC
Proof: In triangle BAC & triangle CAM
. AB=AC. (GIVEN)
. <BAC=<CAM. (GIVEN)
. AM=AM. (Common )
By SAS congurence rule
triangle BAM=triangle CAM
HENCE PROVED..
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