6.1 - 6.3 Review
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Last updated almost 8 years ago
20 questions
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Determine the measure of each interior angle of a regular dodecagon.
Determine the measure of each interior angle of a regular dodecagon.
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On a seperate piece of paper, plot the following points: E (1, 1), F (4, 5), G (6, 6), H (3, 2). Show that the figure is a parallelogram using the definition of a parallelogram.
Check off that you completed each step.(You have to turn this paper in before you can take your retake)
On a seperate piece of paper, plot the following points: E (1, 1), F (4, 5), G (6, 6), H (3, 2). Show that the figure is a parallelogram using the definition of a parallelogram.
Check off that you completed each step.
(You have to turn this paper in before you can take your retake)
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On a seperate piece of paper, plot the following points: J (-4, -1), K (-7, -4), L (2, -10), M (5, -7). Show that the figure is a parallelogram using Theorem 6-3-1, one pair of sides are parallel and congruent.
Check off that you completed each step.(You have to turn this paper in before you can take your retake)
On a seperate piece of paper, plot the following points: J (-4, -1), K (-7, -4), L (2, -10), M (5, -7). Show that the figure is a parallelogram using Theorem 6-3-1, one pair of sides are parallel and congruent.
Check off that you completed each step.
(You have to turn this paper in before you can take your retake)
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On a seperate piece of paper, plot the following points: P (2, 2), Q (1, -3), R (-4, 2), S (-3, 7); Show that the figure is a parallelogram using Theorem 6-3-2, opposite sides are congruent.
Check off that you completed each step.(You have to turn this paper in before you can take your retake)
On a seperate piece of paper, plot the following points: P (2, 2), Q (1, -3), R (-4, 2), S (-3, 7); Show that the figure is a parallelogram using Theorem 6-3-2, opposite sides are congruent.
Check off that you completed each step.
(You have to turn this paper in before you can take your retake)