Question

is $overline{tu} cong overline{uv}$?

Explanation:

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

The coordinate of \( T \) is \( 83 \) and the coordinate of \( U \) is \( 84 \). The length of a segment between two points on a number line is the absolute difference of their coordinates. So, \( TU = |84 - 83| = 1 \).

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

The coordinate of \( U \) is \( 84 \) and the coordinate of \( V \) is \( 86 \). Using the same method, \( UV = |86 - 84| = 2 \).

Step3: Compare lengths

Since \( 1
eq2 \), \( \overline{TU} \) is not congruent to \( \overline{UV} \).

Answer:

no