Given `triangle ABC ~ triangle PQR` if `(AB)/(PQ)=1/3` then find `(ar triangle ABC)/(ar triangle PQR)`

If triangle ABC - triangle PQR and (BC)/(QR) = 1/4 then (ar(trianglePQR))/(ar(triangleABC)) =

Let triangle ABC ~ triangle RPQ and (ar(triangle ABC))/(ar(triangle PQR))= 4/9 , If AB = 3cm, BC=4cm and AC = 5cm, then PQ (in cm ) is equal to : मान लीजिये कि triangle ABC ~ triangle RPQ तथा (ar(triangle ABC))/(ar(triangle PQR))= 4/9 हैं | यदि AB = 3cm, BC=4cm और AC = 5cm है, तो PQ का मान ज्ञात करे:

Let triangle ABC ~ triangle RPQ and (ar(triangle ABC))/(ar(triangle PQR))= 4/9 , If AB = 3cm, BC=4cm and AC = 5cm, then RP (in cm ) is equal to : मान लीजिये कि triangle ABC ~ triangle RPQ तथा (ar(triangle ABC))/(ar(triangle PQR))= 4/9 हैं | यदि AB = 3cm, BC=4cm और AC = 5cm है, तो RP का मान ज्ञात करे:

Let triangle ABC~ triangle QPR and (ar(triangle ABC))/(ar(triangle PQR))=1//16 . If AB= 12cm, BC=6cm and AC=9cm then PR is equal to: माना कि triangle ABC~ triangle QPR और (ar(triangle ABC))/(ar(triangle PQR))=1//16 है| यदि AB= 12cm, BC=6cm और AC=9 cm है तो PR बराबर है:

Let triangle ABC~ triangle QPR and (ar(triangle ABC))/(ar(triangle PQR))=4/25 . If AB= 12cm, BC=8cm and AC=10cm then QP is equal to:

Let triangle ABC~ triangle QPR and (ar(triangle ABC))/(ar(triangle PQR))=4/25 . If AB = 12cm BC = 8cm AC = 10cm, then QR is equal to: माना कि triangle ABC~ triangle QPR और (ar(triangle ABC))/(ar(triangle PQR))= 4/25 है| यदि AB = 12cm BC = 8cm AC = 10cm है तो QR बराबर है:

triangle ABC ~ triangle QRP and PQ = 6cm, QR = 8cm and PR = 10cm. If ar(triangle ABC) :ar(triangle QRP) = 1 : 4 , then AB is equal to : triangle ABC ~ triangle QRP है और PQ = 6cm, QR = 8cm तथा PR = 10cm है । यदि ar(triangle ABC) :ar(triangle QRP) = 1 : 4 है, तो AB ज्ञात करें |

triangle ABC ~ triangle QRP and AB = 8 cm , BC = 12 cm and AC = 6 cm. If ar(triangle ABC) :ar(triangle PQR) = 16: 25, then RQ is equal to: triangle ABC ~ triangle QRP है और PQ = 6cm, QR = 8cm तथा PR = 10cm है । यदि ar(triangle ABC) : ar (triangle PQR) = 16:25 है, तो RQ ज्ञात करें |

Let triangle ABC~ triangle QPR and (ar(triangle ABC))/(ar(triangle PQR))=9//4 . If AB=9 cm, BC=6 cm and AC=12 cm then QR is equal to: माना कि triangle ABC~ triangle QPR और (ar(triangle ABC))/(ar(triangle PQR))=9//4 है| यदि AB=9 cm, BC=6 cm और AC=12 cm है तो QR बराबर है:

triangle ABC ~ triangle PRQ and PQ = 4 cm, QR = 7 cm and PR = 8 cm. If ar(triangle ABC) :ar(triangle PRQ) = 1 : 4 , then AC is equal to : triangle ABC ~ triangle PRQ है और PQ =4 cm, QR = 7 cm तथा PR = 8 cm है । यदि ar(triangle ABC) :ar(triangle PRQ) = 1 : 4 है, तो AC का मान क्या होगा ?