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Given: AD is parallel to BC m< D = 8x + 20 m<A = 150 – 6x m<C = 12x + 60 Find x Find m<B Is AB parallel to DC? A C B D <A and <D are supplementary 150.

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Presentation on theme: "Given: AD is parallel to BC m< D = 8x + 20 m<A = 150 – 6x m<C = 12x + 60 Find x Find m<B Is AB parallel to DC? A C B D <A and <D are supplementary 150."— Presentation transcript:

1 Given: AD is parallel to BC m< D = 8x + 20 m<A = 150 – 6x m<C = 12x + 60 Find x Find m<B Is AB parallel to DC? A C B D <A and <D are supplementary 150 - 6x + 8x +20 = 180 x = 5 m<D = 60 m<A = 120 m<C = 120 Since <D is supplementary to <A, AB is parallel to DC.

2 5.4 Four-Sided Polygons

3 5.4 You will present 5.4 with your classmates MUST INCLUDE ALL VOCABULARY WORDS You will have all period and 20 minutes tomorrow for your presentation Brainstorm different ideas: PowerPoint Song Poster Notebook in Smartboard Software Game Worksheet YOU WILL BE GRADED FOR THIS ASSIGNMENT!

4 Presentation 5 Well Spoken and Clearly Organized – Full Participation 4 Organized and Clear – Full Participation 3 Correct information – point came across – mostly everyone participated 2 Some Incorrect information – unorganized – less than half participated 1 Incorrect information – unorganized – unclear – only one person participated Vocabulary Terms 5 Organized, clear, correct All vocabulary terms presented 4 Contains the correct information, few mistakes, organized, all vocabulary words presented 3 Mostly correct, contains some errors, main idea 2 Incorrect information, unorganized, unclear 1 No vocabulary terms Creativity 5 Extreme Creativity! 4 Above Average Creativity 3 Average Creativity 2 Below Average Creativity 1 No Creativity Example Proof5 All information correct 4 Few Errors 3 Average Proof – More than a few mistakes 2 Frequent mistakes 1 No proof

5 Polygons: Many sided figures Straight line segments Consecutive sides intersect at endpoints Each vertex belongs to only two sides

6 Name polygons by their sides, either clockwise or counter clock wise. Convex Polygons: A polygon in which each interior angle has a measure less than 180 degrees. yes no

7 Diagonals: a diagonal of a polygon is any segment that connects two non-consecutive (nonadjacent) vertices of a polygon.

8 Formula for diagonals: D = n(n-3) 2 Where n = number of sides

9 Quadrilaterals: 4 sided polygons. Parallelogram: both pairs of opposite sides are parallel Rectangle: at least one right angle Rhombus: at least two consecutive sides are congruent Kite: two disjointed pairs of consecutive sides are congruent Square: parallelogram that is a rectangle and a rhombus

10 Trapezoid: a quadrilateral with exactly one pair of parallel sides. Parallel sides are called the bases of the trapezoid Isosceles trapezoid: trapezoid in which non-parallel sides (legs) are congruent. Base angles are lower and upper base angles.


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