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Geometry/Trig Name: __________________________
Polygons Worksheet 1 Date: __________________________ Directions: Solve each algebra connection problem; show all work; answer all questions. 1. A 2. A B x 10x + 25 24x 30x - 5 6x - 1 B C D C x = ________ mÐA = ______ mÐB = ______ mÐC = ______ mÐD = ______ x = ________ mÐA = ______ mÐB = ______ mÐC = ______ Name: ___________________________________ Sum of the Interior Angles: ___________________ Sum of the Exterior Angles: ___________________ Number of Diagonals: ________________________ Name: ___________________________________ Sum of the Interior Angles: ___________________ Sum of the Exterior Angles: ___________________ Number of Diagonals: ________________________ 3. 4. B A B x = ________ mÐA = ______ mÐB = ______ mÐC = ______ mÐD = ______ mÐE = ______ mÐF = ______ 3x 3x 45x + 1 A C 29x 29x 38x + 1 38x + 1 F 4x 4x C E D x = ________ mÐA = ______ mÐB = ______ mÐC = ______ mÐD = ______ mÐE = ______ 3x 3x D E Name: ___________________________________ Sum of the Interior Angles: ___________________ Sum of the Exterior Angles: ___________________ Number of Diagonals: ________________________ Name: ___________________________________ Sum of the Interior Angles: ___________________ Sum of the Exterior Angles: ___________________ Number of Diagonals: ________________________
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Geometry/Trig Name: __________________________
Polygon Worksheet 2 Date: __________________________ Section 1 – Identify each as a regular polygon or irregular polygon. Use only information that you can definitely conclude. Do not assume anything based on what the figure “looks like.” 3 3 120 ° 3 120° 120 ° 3 3 120 ° 120 ° 3 50 ° 60 ° Section 2 – Write each formula. Sum of the measures of the interior angles: Sum of the measures of the exterior angles: Number of Diagonals: Measure of each interior angle (if the polygon was regular): Measure of each exterior angle (if the polygon was regular): Section 3 – Use your formulas from above to complete each problem. A Regular Polygon has 7 sides. A Regular Polygon has an interior angle sum of 1440. Each exterior angle of a regular polygon has a measure of 60. Name: _____________________ Sum of the Interior Ðs: _______ Measure of each Interior Ð: ____ Sum of the Exterior Ðs: _______ Measure of each Exterior Ð: ____ Number of Diagonals: _________ Name: _____________________ Number of Sides: ____________ Measure of each Interior Ð: ____ Sum of the Exterior Ðs: _______ Measure of each Exterior Ð: ____ Number of Diagonals: _________ Name: _____________________ Number of Sides: ____________ Sum of the Interior Ðs: _______ Measure of each Interior Ð: ____ Number of Diagonals: _________
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