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Finding the Shaded Area: Geometry Problems and Solutions

This document presents a series of geometry questions focused on finding shaded areas in various figures. It includes details on squares, arcs of circles, and calculations involving the value of pi (π). Each question is carefully formulated to boost understanding of geometric principles, including dimensions, areas of different shapes, and relevant mathematical operations. Specific emphasis is placed on numerical values and the application of π = 3.14 for area calculations. This resource is suited for students seeking to enhance their geometry skills.

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Finding the Shaded Area: Geometry Problems and Solutions

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  1. Find the Shaded Area

  2. D E C B A F Question 1 AD is a common side of the squares ABCD and ADEF. The length AD is 10 cm. BB and DF are arcs of circles. 100 cm2

  3. Question 2 In the diagram below, the radius of a small circle is 1 cm. Take  = 3.14 3.14 cm2

  4. 10 cm 10 cm Question 3 25 cm2

  5. 4 cm 6 cm 4 cm Question 4 10 cm2

  6. 2 cm 4 cm Question 5 Take  = 3.14 3.14 cm2

  7. 12 cm 16 cm 20 cm Question 6 Take  = 3.14 96 cm2

  8. 10 cm Question 7 Take  = 3.14 12.5 cm2

  9. Question 8 60° 3 cm Take  = 3.14 4.71 cm2

  10. 10 cm 33  cm2 Question 9 Leave your answer in terms of  .

  11. 45° 45° 20 cm Question 10 Take  = 3.14 107 cm2

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