✓ Got It?

1. Reasoning If the question for part (b) asked for the locus of points in a plane 1 cm from A B ↔ , modified eh b with left right arrow above , comma  how would the sketch change?

Problem 2 Drawing a Locus for Two Conditions

What is a sketch of the locus of points in a plane that satisfy these conditions?

• the points equidistant from intersecting lines k and m
• the points 5 cm from the point where k and m intersect

	Sketch the points in a plane equidistant from lines k and m. These points form two lines that bisect the vertical angles formed by k and m.
	Sketch the points in a plane 5 cm from the point where k and m intersect. These points form a circle.
	Indicate the point or set of points that satisfies both conditions. This set of points is A, B, C, and D.

✓ Got It?

2. What is a sketch of the locus of points in a plane that satisfy these conditions?
   • the points equidistant from two points X and Y
   • the points 2 cm from the midpoint of X Y ¯ x y bar