Referenced from lesson The Distance Formula

The distance between x_1 and x_2 is computed by (line-length x1 x2). The distance between y_1 and y_2 is computed by (line-length y1 y2). Below is the equation to compute the hypotenuse of a right triangle with those amount for legs:

√( line\mbox-length(x_2, x_1)^2 + line\mbox-length(y_2, y_1)^2 )

Suppose your player is at **(0, 2)** and a character is at **(4, 5)**. What is the distance between them? With your pencil, label which numbers represent x_1, y_1, x_2 and y_2. The equation to compute the distance between these points is:

√( line\mbox-length(4, 0)^2 + line\mbox-length(5, 2)^2 )

**1. Translate the expression above, for (0,2) and (4,5) into a Circle of Evaluation below**.

**2. Convert the Circle of Evaluation to Code below**.

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