P the point on the side BC of triangle ABC prove that AB + BC + AC greater than 2 AP
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In triangle ABP
AB+ BP > AP…….(1)
In triangle ACP
AC + CP > AP…….(2)
By adding the equation 1 & 2 we get
AB + AC +( BP+CP) > 2AP
where BP+CP = BC ( acc. to figure)
Hence …. AB + BC + CA > 2 AP
PROVED………..
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