Question

s, u, n are collinear. what point is between the other two if nu = 1, su = 2, sn = 3? nu + us = ns. n s u

Explanation:

Step1: Recall collinear - point property

If three points $A$, $B$, $C$ are collinear and $AB + BC=AC$, then point $B$ is between $A$ and $C$.

Step2: Analyze given lengths

We are given $NU = 1$, $SU = 2$, $SN=3$, and $NU + US=NS$ (since $US = SU = 2$ and $NS=SN = 3$, and $1 + 2=3$).

Answer:

U