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Angle Relationships involving Quadrilaterals Lesson 3 (4 th Weeks) TEKS 6.6B.

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Presentation on theme: "Angle Relationships involving Quadrilaterals Lesson 3 (4 th Weeks) TEKS 6.6B."— Presentation transcript:

1 Angle Relationships involving Quadrilaterals Lesson 3 (4 th Weeks) TEKS 6.6B

2 Quadrilateral Polygon with 4 sides

3 Special relationship among angles in quadrilaterals all 6 th grade students should know The sum of the measures of the 4 angles in a quadrilateral equals 360°. Rectangles and squares have 4 right (90°) angles. (4 x 90° = 360°)

4 In parallelograms and rhombi, both pair of opposite angles are congruent and the sum of the measures of any two consecutive angles is 180.

5 How to determine the missing angle measure in a quadrilateral Step 1: Add together the measures of the 3 known angles. Step 2: Subtract the sum from 360°.

6 Example Find the measure of N in the figure below. The sum of the measures of the angles in a quadrilateral is 360°.

7 M measure 140°. O & P measure 90°. 140° 90° + 0°0°23 2 360° 320° 0°0°4 - m N= 40°


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