Co Interior Angles On Parallel Lines Geogebra For example, is a special angle that gives a slope of an integer value. this particular special angle is not useful for proving the parallel line result, but other special values might be. this will be explored in detail in another lesson, but any special points of interest identified through explorations here could be useful in contributing to. Two parallel lines are intersected by a transversal line, producing 8 angles. observe the angle pairs: corresponding, vertical, alternate interior, alternate exterior, same side interior, and same side exterior. observe whether the angle pairs are congruent or supplementary. use parallel lines checkbox to force parallel lines.
Angles In Parallel Lines Geogebra Alternate exterior angles theorem (v1) exploring alternate exterior angles (v2) alternate exterior angles theorem (v3) same side interior angles: quick investigation. same side interior angles theorem. open middle: same side interior or exterior angles. open middle challenge: parallel lines and related angles. This screencast demonstrates parallel lines in geogebra. 2. possible variations. vary angle highlighted by clicking on the check boxes. vary the width and orientation of the parallel lines by dragging the intersection of the lines passing through c and d. vary the orientation of the second set of angles by dragging the intersection of the lines passing through m and k. These angles are located exactly as their name describes. they are "interior" (between the parallel lines), and they are on the same side of the transversal. when the lines are parallel, the interior angles on the same side of the transversal are supplementary. m∠1 m∠2 = 180 m∠3 m∠4 = 180.
Investigating Co Interior Angles On Parallel Lines Geogebra 2. possible variations. vary angle highlighted by clicking on the check boxes. vary the width and orientation of the parallel lines by dragging the intersection of the lines passing through c and d. vary the orientation of the second set of angles by dragging the intersection of the lines passing through m and k. These angles are located exactly as their name describes. they are "interior" (between the parallel lines), and they are on the same side of the transversal. when the lines are parallel, the interior angles on the same side of the transversal are supplementary. m∠1 m∠2 = 180 m∠3 m∠4 = 180. In the applet below, a transversal intersects 2 parallel lines. when this happens, there are 2 pairs of alternate interior angles that are formed. interact with the applet below for a few minutes, then answer the questions that immediately follow. Angles on parallel lines. author: mr bm, nazmulb1, alexis blades. topic: angles, straight lines. change the slope of the vertical line and describe what relationships you see between the angles.
Interior Angles On Parallel Lines Geogebra In the applet below, a transversal intersects 2 parallel lines. when this happens, there are 2 pairs of alternate interior angles that are formed. interact with the applet below for a few minutes, then answer the questions that immediately follow. Angles on parallel lines. author: mr bm, nazmulb1, alexis blades. topic: angles, straight lines. change the slope of the vertical line and describe what relationships you see between the angles.
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