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Section 'C' !r nuumbers 13 to 22 carry 3 marks eachestrie a PM arc altitudes of AARnumbers 13 to 2213. IfADaC and APOR respectively where AABC-APOR, then proveADP.M |
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Answer» We are given that △ABC≅△PQR AD andPMare median of△ABCand△PQRrespectively. As △ABC≅△PQR So by CPCT AB=PQ BC=QR ⟹12BC=12QR ⟹BD=QMas D &M are mid -points ofBCandQR. ∠ABC=∠PQR ⟹∠ABD=∠PQM Now you can apply theSAS congruence criterion to get △ABD≅△PQM ⟹AD=PM Now as AD=PM ⟹AD/AB=PM/AB ⟹AD/AB=PM/PQ⟹ASAB=PQ ⟹AD/PM=AB/PQ ⟹AB/PQ=AD/PM Hence Proved. |
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