△mno and △pqr are similar. the ratio of a side of △pqr to a corresponding side of △mno is 4 : 3. if mn = 12 in., no = 18 in., mo = 24 in., find the perimeter of △pqr.

Solve for x
4      12
--- =  ---      4x=36  36/4=9  x=9 = PQ=9in
3       x
4      18
--- =  ---       4x=54    54/4=13.5  x=13.5 QR=13.5in
3       x
4      24
--- =  ---       4x=72     72/4=18  x=18   PR=18in
3       x

18+13.5+9 = 40.5
Therefore, the perimeter of ΔPQR = 40.5inches

The answer is a 5/20 because if u add all of the marbles there are 20 and there are 5 red marbles so 5/20 is the answer mark as brainliest

The 3rd quadrant as 3x+g5ti=56i: 92d-543