Answer:
∵ M is midpoint of BC, N is midpoint of CA
∴ MN ║ AB
∴ MN = 1/2 AB
∴ MN = 1/2 12 (AB = 6+6, because AL = LB as L is midpoint)
MN = 6cm ---> ( 1 )
∵ M is midpoint of BC, L is midpoint BA
∴ CA ║ LM
∴ LM = 1/2 AC
LM = 1/2 24 = 12cm ---> ( 2 )
∵ L is midpoint AB, N is midpoint of CA
∴ LN ║ BC
∴ LN = 1/2 BC
∴ LN = 1/2 14 (BC = BM + MC because they are equal as M is midpoint)
∴ LN = 7cm ---> ( 3 )
From ( 1 ), ( 2 ) & ( 3 ), The Perimeter of Δ LMN = 7+12+6 = 25cm