Step 1: With the compass point on point H , draw an arc that intersects the sides of H . . Step 3: Put the compass point below point N where the arc intersects HN . Open the compass to the length where the arc intersects line .

By4.5 Using Congruent Triangles. Geometry. Objectives:. Use congruent triangles to plan and write proofs. Use congruent triangles to prove constructions are valid. Assignment:. Pgs. 232-234 #1-21 all. Planning a proof.

By4.5 Using Congruent Triangles. Objectives/Assignment. Use congruent triangles to plan and write proofs Use congruent triangles to prove constructions are valid Assignment: 2-18 even, 26-36 even. Goal 1: Planning a Proof.

ByDO NOW. Take out a protractor Take out your compass Put your 2.6 Worksheet on your desk ready to be stamped. In the picture to the left, solve for x. Then find the angle measures. Announcements. Test next Wednesday over angle relationships and constructions.

ByConstructions. A. B. Construction #1: Construct the Bisector of a Segment. Place the compass point at A. Draw an arc using a compass setting greater than half the length of 2. Place the compass point at B. Draw an arc. It should intersect the other arc at two places.

By1.6 Basic Constructions. Construction – Congruent Segments. Draw a segment AB Draw a ray with endpoint C Open the compass to the length of AB. With the same compass setting, put the compass point on C. Draw an arc that intersects the ray. Label the point of intersection D.

ByConstructions. G.4. Construction of Congruent Segment. Compass Video Sketchpad Video. Draw a segment XY. Elsewhere on the paper, draw a line and a point on the line. Label the point P. Place the compass at point X and adjust the compass setting so that the pencil is at point Y.

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