5. In adjoining figure PQ perpendicular BC,
AD perpendicular BC then find following ratios.
(i)
Α(ΔΡΟΒ)/A(ΔPBC)
А (ΔРВС)/А(ΔАВС)
A (ΔABC)/ A(Δ ADC)
A(ΔADC) / A(ΔPQC)
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Answer:
(i)A(△PQB)/A(△PBC)
=PQ×BQ/PQ×BC
=BQ/BC
(ii)A(△PBC)/A(△ABC)
=PQ×BC/AD×BC
=PQ/AD
(iii)A(△ABC)/A(△ADC)
=AD×BC/AD×DC
=BC/DC
(iv)A(△ADC)/A(△PQC)
=AD×DC/PQ×QC
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