Question

IN triangle pq=8 qr=6 pr=4 If triangle PQR triangle lmn and lm=12 then find the length of remaining side of triangle lmn​

Answer 1

Answer:

mn= 9. ln=6

Step-by-step explanation:

triangle pqr congruent to triangle lmn

pq/lm. =. qr/mn. =. pr/ln

pq/lm=qr/mn

8/12=6/mn

mn=6×{3/2}

mn = 18/2

mn= 9

pq/lm= pr/ln

8/12=4/ln

ln=4×(3/2)

ln=12/2

ln= 6

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