Question

1. 0, 3, -5, -6

Explanation:

Step1: Understand number line placement

On a number line, positive numbers are to the right of 0, negative numbers to the left. Magnitude determines distance from 0. So, \( -6 \) (leftmost, \( |-6| = 6 \)), then \( -5 \) (\( |-5| = 5 \), right of \( -6 \)), then 0, then 3 (right of 0, \( |3| = 3 \)).

Step2: Plot on number line

From left to right (least to greatest): \( -6 \), \( -5 \), 0, 3. Mark each on the line with ticks, placing \( -6 \) far left, \( -5 \) next, 0 at origin, 3 to the right.

Answer:

The numbers plotted on the number line (from left to right) are \( \boldsymbol{-6} \), \( \boldsymbol{-5} \), \( \boldsymbol{0} \), \( \boldsymbol{3} \).