In fig. 4, a circle inscribed in triangle abc touches its sides ab, bc and ac at points d, e and f respectively. if ab =12cm,bc=8cm and ac=10cm, then find the length of ad, be and cf.
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ad=af
fc=ce
be=bd
from the above equations
af+bd=12------>1
bd+ce=8------->2
af+ce=10------->3
adding the three equations
2af + 2bd + 2ce=30
af+bd+ce=15----->4
from 1 and 4 ,ce=3
from 2 and 4 ,af=7
from 3 and 4, bd=5
fc=ce
be=bd
from the above equations
af+bd=12------>1
bd+ce=8------->2
af+ce=10------->3
adding the three equations
2af + 2bd + 2ce=30
af+bd+ce=15----->4
from 1 and 4 ,ce=3
from 2 and 4 ,af=7
from 3 and 4, bd=5
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