P,R are points on the side AB of triangle ABC. such that AP=4cm, PR=3cm, RB=5cm, lines through P and R parallel BC meet AC at Q and respectively, AQ=3 ,area of triangle ABC = 48 cm square hence find area triangle APQ.
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Answer:
In △ABC, PQ∥BC
So, by proportionality theorem
PB
AP
=
QC
AQ
=
BC
PQ
6
4
=
QC
AQ
=
BC
3
⇒
6
4
=
BC
3
∴ BC=4.5cm
solution
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