Question

start by plotting point l.

Explanation:

Step1: Identify distance RL

Point L is 2 concentric circles away from R.

Step2: Calculate new distance RL'

Scale factor = 3, so new distance = $2 \times 3 = 6$.

Step3: Plot L' along RL extension

From R, follow the line through L to the 6th concentric circle, mark this point as L'.

Answer:

Point $L'$ is located 6 concentric circle units from center $R$, along the straight line extending from $R$ through the original point $L$.