Question

are \\(\overline{kn}\\) and \\(\overline{rs}\\) congruent?
there is a rectangle and a hexagon in the image, with side lengths labeled. the rectangle has sides 118 m and 47 m, with vertices n, p, j, k. the hexagon has sides: sr = 129 m, rq = 118 m, qv = 118 m, vu = 129 m, ut = 118 m, ts = 118 m. below the rectangle, there are two buttons: yes and no.

Explanation:

Step1: Determine length of $\overline{KN}$

From the rectangle, $\overline{KN}$ has length 47 m.

Step2: Determine length of $\overline{RS}$

From the hexagon, $\overline{RS}$ has length 129 m.

Step3: Compare lengths

47 m ≠ 129 m, so they are not congruent.

Answer:

no