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3-8-13 Introduction to SA and Volume EQ: Where do you see geometry in real life?

3-8-13 Introduction to SA and Volume EQ: Where do you see geometry in real life? . BOP: Write out as many formulas for area and perimeter that you can remember from last year. .

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3-8-13 Introduction to SA and Volume EQ: Where do you see geometry in real life?

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  1. 3-8-13 Introduction to SA and Volume EQ: Where do you see geometry in real life? BOP: Write out as many formulas for area and perimeter that you can remember from last year. DWP: A square room with an area of 324 square feet is tiled using square tiles with a side length of 1 foot. How many tiles line each wall of the room? 17 18 19 20

  2. A square room with an area of 324 square feet is tiled using square tiles with a side length of 1 foot. How many tiles line each wall of the room? a) 17 b) 18c) 19d) 20 Answer: B

  3. Exchange your poster with another Student. COMPLETE RUBRIC ON PROJECT.

  4. Square The square frame around the clock on Big Ben is a 7 meter square. What are the perimeter and area of the frame around the clock on the tower?

  5. Rectangle Central Park in New York City is 2.5 miles long and 0.5 miles wide. What are the perimeter and area of Central Park?

  6. Triangle The Louvre in Paris has a pyramid that serves as the main entrance. Each face of the pyramid is 35 meters long and has a height of about 27.03 meters. What is the area of each face?

  7. Parallelogram This building stands at the foot of Mt. Yatsugatake in Japan. It was designed to be an architect’s studio. If the base is about 6 meters long and 23.4 meters tall, what is the area of the face of the house facing you in this photograph?

  8. Rhombus The windows of the Swiss Re building in London are rhombi. Each side length of the rhombi are approximately 5.7 ft. long. Given this length, what would be the perimeter of each rhombus?

  9. Trapezoid Eye Bank is a medical facility in Venice, Italy. The trapezoid walls stand 12 meters high. The ground piece of the trapezoid is approximately 24 meters long and the top of the trapezoids are approximately 30 meters long. Given these dimensions, find the area of each trapezoid.

  10. Practice problems with perimeter and area.

  11. Summary: Where do you see geometry in real life? Give five specific examples. Homework: Study for test on Monday. Turn Study Guide in with test.

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