00:01
In this question, the polygons given below are similar, we need to find the value of why.
00:09
Here, we know that the ratio of corresponding sides of similar figures are proportional.
00:15
Now, in our question, the polygon a, b, c, d is similar to the second polygon here, which is e, f, g, h.
00:28
Therefore the ratio of their corresponding sides will be proportional that is ratio of ab over e f will be equal to ratio of bc over fg which will be which will be equal to ratio of cd over gh will be equal to ratio of ad over e h now substituting the values in this equation.
01:08
Here, putting ab as six units, here the length of ef is y, putting bc as 8 units, and length of fg is equal to 6, is equal to cd...