Question

is $overline{wx} cong overline{uv}$?
u is at 860, v is at 940, w is at 960, x is at 980. options: yes, no

Explanation:

Step1: Calculate length of $\overline{WX}$

The coordinate of \( W \) is \( 960 \) and the coordinate of \( X \) is \( 980 \). So the length of \( \overline{WX} \) is \( 980 - 960 = 20 \).

Step2: Calculate length of $\overline{UV}$

The coordinate of \( U \) is \( 860 \) and the coordinate of \( V \) is \( 940 \). So the length of \( \overline{UV} \) is \( 940 - 860 = 80 \).

Step3: Compare the lengths

Since \( 20
eq80 \), the segments \( \overline{WX} \) and \( \overline{UV} \) are not congruent.

Answer:

no