In the figure & AX = 2BX and cx = 2xD
Prove that
i) triangle AXC and triangle BXD are similar
ii) AC||DB
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Maths
Congruence of Triangles
Criteria for Triangle Congruence
In the adjoining figure, X ...
MATHS
In the adjoining figure, X and Y are respectively two points on equal sides AB and AC of △ABC such that AX=AY. Prove that CX=BY.
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It is given that AX=AY
Considering △AXC and △AYB
∠A is common i.e. ∠A=∠A
We know that the sides of the equilateral triangle are equal so we get
AC=AB
By SAS congruence criterion
△AXC≅△AY
BXC=YB(c.p.c.t)
Therefore, it is proved that CX=BY.
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