Mathematics

Mathematics

Problem

In triangle ABCABC, AB=15 cmAB = 15\,\text{cm} and AC=21 cmAC = 21\,\text{cm}. Point DD divides ABAB in the ratio 1:21:2 (that is, AD:DB=1:2AD:DB = 1:2). Point FF divides ADAD in the ratio 1:21:2 (that is, AF:FD=1:2AF:FD = 1:2). Lines DEDE and FGFG are drawn parallel to BCBC, with EE on ACAC and GG on AEAE. What is the ratio FG:BCFG:BC? a) 1:61:6 b) 2:92:9 c) 1:91:9 d) 1:31:3

Browse the problem library