Question

find the distance between point k and point l

Explanation:

Step1: Identify coordinates of K and L

Assume from the graph, let's say point K has coordinates \((x_1, y_1)\) and point L has coordinates \((x_2, y_2)\). If they have the same x - coordinate (vertical line), the distance is \(|y_1 - y_2|\). Suppose K is at \((a, 5)\) and L is at \((a, - 5)\) (estimating from the graph's vertical alignment).

Step2: Calculate the distance

Using the distance formula for vertical line (since \(x_1=x_2\)): \(d = |y_1 - y_2|\). Substitute \(y_1 = 5\), \(y_2=-5\). So \(d=|5 - (-5)|=|10| = 10\).

Answer:

10