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Polygons 8: Quadrilaterals (Use your Quodraterals Formula Chart!) 1. a] How many degrees does the interior of a triangle have total? b] How many degrees does the interior of a quadrilateral have total? 2. If you have a regular hexagon, answer the following questions... a) How many sides does it have? b) What is the sum of its interior angles? c) What is the measure of one of its interior angles? d) What is the measure of one of its exterior angles? 3. The sum of the measures of the interior angles of a regular polygon is 2340\". How many sides does the polygon have? 4. In the figure below, E and E intersect at C. Find the value of x. For #5 - 13, Match the letters for each polygon shown below with its most specific name. 5. Trapezoid 10. Rhombus 6. Kite 11. Parallelogram 7. Square 12. Regular Hexagon 8. Rectangle 13. lsosceles Trapezoid 9. Regular Pentagon Circles: Find the indicated values. 14. 15. 15" 1! 16- ' 20 I 80" Z W 1' 130 h m' = mYZ = mLX = _ 19. E is tangent to O Q at R. 17 all H II E'l ll Area (Use your Formula Chart!) 20. Find the length off? Find the area of the shaded region. J . K 21.: 22. 23. This polygon is regular. 9 ft 8 in I 16 ft Name of shape: Name of shape: Area formula: Area formula: Area = Area = Name of shape: Name of shape: Area formula: 26 m Area formula: Area - Area - Surface Area and Volume (Use your Formula Chart!) 26. Identify what the following variables mean in the Surface Area 8: Volume formulas: a] P = b} B = C)h= d)r=