In triangle ABC, AB=3, BC=5 Ac=7 If AD CE are the angle bisectors meeting at - Maths -

Question

In triangle ABC, AB=3, BC=5 & Ac=7 If AD & CE are the angle
bisectors meeting at P then find the ratio PD:AD

Anuradha Sharma · Accepted Answer

<img alt="" src=
"https://s3mn%20mnimgs%20com/img/shared/content_ck_images/images/SSSSSSSSSSSSSSSSSS(7)%20jpeg"
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Using angle bisector theorem, ABAC=BDDCBDDC=37BDDC+1=37+1CBDC=107
1and ACBC=AEBEAEBE=75
2AEBE+1=75+1ABBE=125Now in triangle CDA with same logic, CDAC=DPAD
3But here something is missing so kindly recheck the question

In triangle ABC, AB=3, BC=5 & Ac=7. If AD & CE are the angle bisectors meeting at P then find the ratio PD:AD.