Two different points on the line y=2 are exactly 13 units from the point (7,14). Draw a picture of this situation, and then find the coordinates of these points.

From what the question gives you, you know that the two points are going to fall on line y = 2. Segment c is simply connecting points a and c. This starts the formation of two right triangles because you know segment c is 12 units long and the lines have to be 13 units long on the line y = 2, so you can use the Pythagorean theorem to find the distance from points b and c, and points c and d. This will give you your two points on the line y = 2.

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## Problem Number 1 on page 2

Two different points on the liney=2 are exactly 13 units from the point (7,14). Draw a picture of this situation, and then find the coordinates of these points.From what the question gives you, you know that the two points are going to fall on line y = 2. Segment

cis simply connecting pointsaandc. This starts the formation of two right triangles because you know segmentcis 12 units long and the lines have to be 13 units long on the line y = 2, so you can use the Pythagorean theorem to find the distance from pointsbandc, and pointscandd. This will give you your two points on the line y = 2.You find that the distance of

fis 5You also find that the distance of

eis 5