Given that the points D and E are on the sides AB and AC of △ ABC, de / / BC, the area of △ ABC is s, BC = a, and the area of △ ade is S1, the length of De can be obtained (expressed in the algebraic form of the letters s, S1 and a) A D E B C

Given that the points D and E are on the sides AB and AC of △ ABC, de / / BC, the area of △ ABC is s, BC = a, and the area of △ ade is S1, the length of De can be obtained (expressed in the algebraic form of the letters s, S1 and a) A D E B C

This topic has been asked by others, you can refer to this address http://zhidao.baidu.com/question/317323687.html The specific steps are as follows: area of triangle ade S1 = (de * AF) / 2 area of triangle ABC