The area of two circles

  1. Sort the circles into columns that show their correct measurement. Use 3.14 for piColumn 1: Circles with a radius=4 Column 2:
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  2. A number of circles touch each ather. The area of the smallest circle is 4picm2 and each consecutive circle has area 9/4 times
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  3. A number of circles touch each ather. The area of the smallest circle is 4picm2 and each consecutive circle has area 9/4 times
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  4. A number of circles touch each ather. The area of the smallest circle is 4picm2 and each consecutive circle has area 9/4 times
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  5. . In the diagram, the five circles have the same radii and touch each other as shown. The square joins the centres of the four
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  6. . In the diagram, the five circles have the same radii and touch each other as shown. The square joins the centres of the four
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  7. A number of circles touch each ather. The area of the smallest circle is 4n cm^2 and each consecutive circle has area 9/4 times
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  8. A number of circles touch each ather. The areaof the smallest circle is 4n cm^2 and each consecutive circle has area 9/4 times
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  9. Given that a sports arena will have a 1400 meter perimeter and will have semi-circles at the ends with a possible rectangular
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  10. Sort the circles into columns that show their correct measurement. Use 3.14 for piColumn 1: Circles with a radius=4 Column 2:
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