The following figure shows a triangle ABC in which AB-AC-M is a point on AB and N is a point on AC- such that BM-CN-Prove that - AM - AN-rm-Delta -AMC cong -rm-Delta -ANBBN - CM-rm-Delta -BMC cong -rm-Delta -CNB

Question

Toppr Admin · Accepted Answer

The following figure shows a triangle ABC in which AB=AC.M is a point on AB and N is a point on AC, such that BM=CN.Prove that : AM=ANΔAMC≅ΔANBBN=CMΔBMC≅ΔCNB

The following figure shows a triangle $A B C$ in which $A B = A C . M$ is a point on $A B$ and $N$ is a point on $A C$ , such that $B M = C N$ .
Prove that :
$A M = A N$
$Δ A M C ≅ Δ A N B$
$B N = C M$
$Δ B M C ≅ Δ C N B$