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Complete the table below by supplying the appropriate information. NO. OF SIDES SHAPE Triangle Quadrilateral Pentagon Hexagon (3.) (6.) POLYHEDRON FACES 3 4 5 OCTAHEDRON (9.) DODECAHEDRON (13.) 678 (10.) (14.) ICOSAHEDRON (17.) (18.) SUM OF INTERNAL ANGLES Verify the Euler Formula for each of the regular polyhedron by supplying the necessary information in the table below VERTICES 180° 360° 540° (1.) (4.) (7.) MEASUREMENT OF EACH ANGLE FOR REGULAR POLYGON 60° 90° 108° EDGES (2.) (5.) (8.) (11.) (15.) (19.) F+V-E=2 (12.) (16.) (20.)

Complete the table below by supplying the appropriate information. NO. OF SIDES SHAPE Triangle Quadrilateral Pentagon Hexagon (3.) (6.) POLYHEDRON FACES 3 4 5 OCTAHEDRON (9.) DODECAHEDRON (13.) 678 (10.) (14.) ICOSAHEDRON (17.) (18.) SUM OF INTERNAL ANGLES Verify the Euler Formula for each of the regular polyhedron by supplying the necessary information in the table below VERTICES 180° 360° 540° (1.) (4.) (7.) MEASUREMENT OF EACH ANGLE FOR REGULAR POLYGON 60° 90° 108° EDGES (2.) (5.) (8.) (11.) (15.) (19.) F+V-E=2 (12.) (16.) (20.)

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Complete the table below by supplying the appropriate information. NO. OF SIDES SHAPE Triangle Quadrilateral Pentagon Hexagon (3.) (6.) POLYHEDRON FACES 3 4 5 OCTAHEDRON (9.) DODECAHEDRON (13.) 6 7 8 (10.) (14.) ICOSAHEDRON (17.) (18.) SUM OF INTERNAL ANGLES Verify the Euler Formula for each of the regular polyhedron by supplying the necessary information in the table below VERTICES 180° 360° 540° (1.) (4.) (7.) MEASUREMENT OF EACH ANGLE FOR REGULAR POLYGON 60° 90° 108° EDGES (2.) (5.) (8.) (11.) (15.) (19.) F+V-E=2 (12.) (16.) (20.)
Transcribed Image Text:Complete the table below by supplying the appropriate information. NO. OF SIDES SHAPE Triangle Quadrilateral Pentagon Hexagon (3.) (6.) POLYHEDRON FACES 3 4 5 OCTAHEDRON (9.) DODECAHEDRON (13.) 6 7 8 (10.) (14.) ICOSAHEDRON (17.) (18.) SUM OF INTERNAL ANGLES Verify the Euler Formula for each of the regular polyhedron by supplying the necessary information in the table below VERTICES 180° 360° 540° (1.) (4.) (7.) MEASUREMENT OF EACH ANGLE FOR REGULAR POLYGON 60° 90° 108° EDGES (2.) (5.) (8.) (11.) (15.) (19.) F+V-E=2 (12.) (16.) (20.)
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