Home
Class 14
MATHS
Let triangle ABC~ triangle QPR and (ar(t...

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:

A

9 cm

B

12 cm

C

8 cm

D

24 cm

Text Solution

AI Generated Solution

Promotional Banner

Similar Questions

Explore conceptually related problems

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:

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:

Let triangle ABC ~ triangle QPR and (triangle ABC)/(triangle QPR)=9/16 , If AB = 12 cm, BC =6 cm and AC = 9 cm, then PR is equal to: मान लीजिये कि triangle ABC ~ triangle QPR तथा (triangle ABC)/ (triangle QPR)= 9/16 हैं | यदि AB = 12 सेमी, BC = 6 सेमी और AC = 9 सेमी है, तो PR किसके बराबर है ?

Let triangle ABC ~ triangle QPR and (triangle ABC)/(triangle QPR)= 1/16 , If AB = 12 cm, BC =6 cm and AC = 9 cm, then PR is equal to: मान लीजिये कि triangle ABC ~ triangle QPR तथा (triangle ABC)/ (triangle QPR)= 1/16 हैं | यदि AB = 12 सेमी, BC = 6 सेमी और AC = 9 सेमी है, तो PR किसके बराबर है ?

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 (triangle ABC)/(triangle QPR)=9/16 , If AB = 12 cm, BC =6 cm and AC = 9 cm, then QP is equal to: मान लीजिये कि triangle ABC ~ triangle QPR तथा (triangle ABC)/ (triangle QPR)= 9/16 हैं | यदि AB = 12 सेमी, BC = 6 सेमी और AC = 9 सेमी है, तो QP किसके बराबर है ?

Let triangle ABC ~ triangle QPR and (triangle ABC)/(triangle QPR)=9/4 , If AB = 12 cm, BC =6 cm and AC = 9 cm, then QR is equal to: मान लीजिये कि triangle ABC ~ triangle QPR तथा (triangle ABC)/ (triangle QPR)= 9/4 हैं | यदि AB = 12 सेमी, BC = 6 सेमी और AC = 9 सेमी है, तो QR किसके बराबर है ?

Let triangle ABC ~ triangle QPR and (triangle ABC)/(triangle QPR)= 4/25 , If AB = 12 cm, BC =8 cm and AC = 9 cm, then PR is equal to: मान लीजिये कि triangle ABC ~ triangle QPR तथा (triangle ABC)/ (triangle QPR)= 4/25 हैं | यदि AB = 12 सेमी, BC = 8 सेमी और AC = 9 सेमी है, तो PR की लंबाई ज्ञात करें |