1. **Stating the problem:** We have a polygon with points C, S, D, R, and A connected by segments with given lengths: CA = 36 m, SR = 13 m, DR = 48 m, SD = 7 m, and now the length of T is given as 13 cm (0.13 m). 2. **Clarifying units:** Since other lengths are in meters, convert 13 cm to meters: $13\text{ cm} = 0.13\text{ m}$. 3. **Revisiting the polygon and lengths:** Previously, we found: - $CS = 23$ m - $AR = 41$ m - Perimeter $P = 155$ m 4. **Finding length $ST$:** Given $SR = 13$ m and $T$ length is 0.13 m, if $T$ lies on segment $SR$, then: $$ST = SR - T = 13 - 0.13 = 12.87\text{ m}$$ 5. **Final answers:** - Perimeter $P = 155$ m - Length $ST = 12.87$ m - Area $A$ still cannot be determined with given data