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Joe E. Hart Mt. Zion Elementary School Jonesboro, GA 678-378-8229 Website:

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Presentation on theme: "Joe E. Hart Mt. Zion Elementary School Jonesboro, GA 678-378-8229 Website:"— Presentation transcript:

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2 Joe E. Hart Mt. Zion Elementary School Jonesboro, GA 678-378-8229 Email: jhart@clayton.k12.ga.usjhart@clayton.k12.ga.us Website: http://www.heritagekids.info/5.htm http://www.heritagekids.info/5.htm Jungle Geometry

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7 3 small triangles 5 small pieces All 7 pieces Name ________________ Tangram Jungle Square Right TriangleRectangleTrapezoidParallelogram

8 3 small triangles Names _____________________________________ ___________________________________________ Name of Polygon ___________________________ Perimeter = _______cm Area = ________ sq cm Name of Polygon ___________________________ Perimeter = _______cm Area = ________ sq cm Name of Polygon ___________________________ Perimeter = _______cm Area = ________ sq cm Name of Polygon ___________________________ Perimeter = _______cm Area = ________ sq cm Name of Polygon ___________________________ Perimeter = _______cm Area = ________ sq cm

9 Alphabet Symmetry Name___________ Directions: Look at the letters of the alphabet. Use a mirror to find if the letter has a vertical symmetry, horizontal symmetry, both or none at all. Draw the lines of symmetry on the letter. Organize the letters according to which ones have reflection symmetry into three groups. 1. The letters that have reflection symmetry with a vertical line of symmetry (like the letter A). 2. The letters that have reflection symmetry with a horizontal line of symmetry (like the letter B). 3. The letters that have reflection symmetry with both vertical and horizontal lines of symmetry (like the letter H). I am Sponge Blob Hex Pants. I am symmetrical. The Left side of my body is a mirror image of my right side. Place a mirror vertically on my body to find my line of symmetry. A B C D E F G H I J K L M N O P Q R S T U V W X Y Z Letters with Vertical Symmetry Letters with Horizontal Symmetry

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12 Geometry Golf Name_______________ 2. Find the area of the board in cm. _________ square cm _____cm Distance to the next hole in cmDraw the Geometric Term and label it. Score How many shoots did it take to get there? 1. From Start to 1 st hole _____cm 2. From 1 st hole to 2 nd hole _____cm 3. From 2 nd hole to 3 rd hole _____cm 4. From 3 rd hole to 4 th hole _____cm 5. From 4 th hole to 5 th hole _____cm 6. From 5 th hole to 6 th hole _____cm 7. From 6 th hole to 7 th hole _____cm Total distance = ________ cmTotal Score: _______ 1. Find the perimeter around the board to the nearest cm. ____________ cm

13 Geometry Golf How to Play Geometry Golf 1. Find the perimeter around the board to the nearest cm. ____________ cm 2. Find the area of the board in cm. _________ square cm 3. Shuffle cards. Have definition side up. 4. The first player draws the top card. Read the definition. (Do not turn it over yet.) 5. Find the distance from where you are to where you think the answer hole is. Write the cm distance on your sheet of paper. 6. See how many times it takes to hit the circle to the hole. If it goes off the table, add another hit to your score and put the circle back on the board near where it went off. 7. Turn the card over once you reach the hole. Does the card match the hole? If it does not, you must continue hitting the circle to the correct space. Leave the card near the hole. 8. The next player does steps 4 – 7. 9. If you have 2 players then each do 7 holes. If you have 3 players then each will do 5 holes. 10. The winner is the one with the lowest score.

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16 PropertiesParallelogramSquareRectangleRhombusTrapezoid Has 4 sides Opposite sides are congruent All sides are congruent Opposite sides are parallel Only two sides are parallel Opposite angles are congruent All angles are right angles Quadrilateral Matrix Directions: Write yes or no in the boxes that have the properties listed. Name _______________________ Write a definition for each quadrilateral.

17 DefinitionParallelogramSquareRectangleRhombusTrapezoid Parallelogram: A four-sided polygon with two pairs of parallel sides. Yes Square: A four-sided polygon having equal-length sides meeting at right angles. Yes Rectangle: A four-sided polygon having all right angles. Yes Rhombus: A four-sided polygon having all four sides of equal length. Yes Trapezoid: A four-sided polygon having exactly one pair of parallel sides Yes How many names do I have? Directions: Help the GBI (Geometric Bureau of Investigation) classify the quadrilateral family. Read the definitions of each quadrilateral and write “Yes” or “No” if the definition defines other members of the family. Name _______________________

18 Quadrilaterals (A figure bounded by four distinct line segments) Trapezoid (One pair of opposite sides parallel) Rectangle (4 right angles) Rhombus (All sides are congruent) Square (4 right angles and 4 congruent sides) Parallelogram (opposite sides congruent and parallel)

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24 Cut along slash line to here. Cut along slash line. Name ___________________ Lines and Angles

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28 Website: http://www.heritagekids.info/5.htmhttp://www.heritagekids.info/5.htm


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