आकृति 6 .33 में CM और RN क्रमशः `Delta ABC` और `Delta PQR` की माध्यिकाएँ है यदि `Delta ABC ~ Delta PQR` है तो सिद्ध कीजिए कि
`(i) Delta AMC ~ Delta PNR`
`(ii) (CM)/(RN)=(AB)/(PQ)`
`(iii) Delta CMB ~ Delta RNQ`

Given that Delta ABC ~ Delta PQR , CM and RN are respectively the medians of Delta ABC and Delta PQR . Prove that (i) Delta AMC ~ Delta PNR (ii) (CM)/(RN) = (AB)/(PQ) (iii) Delta CMB ~ Delta RNQ

In the given figure , CM and RN are respectively the median of triangles ABC and PQR IF Delta ABC is similar to Delta PQR ,prove that (i) Delta AMC ~ Delta PNR (ii) (CM)/(RN) = (AB)/(PQ) and (iii)Delta CMB ~ Delta RNQ

If Delta ABC ~ Delta PQR and 4A (Delta ABC) = 25 A (Delta PQR) then AB : PQ = ?

It is given that Delta ABC - Delta PQR , with (BC)/(QR) = (1)/(4) . Then (ar Delta PQR)/(ar Delta ABC) is equal to:

If Delta ABC ~ Delta PQR , perimeter (Delta ABC) = 20 cm , perimeter (Delta PQR) = 20 cm and AB = 8 cm , then find PQ.

If Delta ABC~Delta QRP, (ar (Delta ABC))/(ar (Delta PQR))=(9)/(4), AB=18 cm, and BC= 15 cm, then PR=?

AD and PM are medians of triangles ABC and PQR respectively where Delta ABC ~ Delta PQR . Prove that: (AB)/(PQ)=(AD)/(PM) .

triangle ABC ~ triangle PQR then AB : PQ = ……………

If Delta ABC ~ Delta PQR, then evaluate the length of AC, if perimeter of Delta ABC = 20 cm, perimeter of Delta PQR = 40 cm and PR= 8 cm.