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Geometry Problem 462: Square, Arcs, 90 Degrees, Circle, Tangent, Radius, Measurement
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The figure shows a square ABCD of side a. It
contains arcs BD and AC drawn with centers at A and D, respectively. If
x is the radius of circle tangent to AB and arcs AC and BD, prove that x
= a/6.
![Square, Circle, Arc, Radius](p462_square_circle_radius.gif)
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More Problems:
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![Concentric Circles, Tangent, Area](../problem/p463_circle_triangle_area_1.jpg) |
Proposed Problem 463.
Three Concentric Circles, Secant, Tangent, Triangle, Area. |
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![Three tangent circles, Radius, Distance](../education/p461_circle_tangent_radius.jpg) |
Proposed Problem 461.
Three Circles, Tangent, Right Angle, Center, Distance, Measurement. |
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![Circle, Tangent, Perpendicular, Radius](../education/p460_circle_tangent_radius.jpg) |
Proposed Problem 460.
Circle, Tangent, Perpendicular, Radius, Distance, Measurement. |
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![Right triangle, Squares](../education/p459_right_triangle_square_.jpg) |
Proposed Problem 459.
Right triangle, Squares, Distance, Measurement. |
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![Online education degree: online geometry classes](../problem/geometry_problems_17.jpg)
![Collinear Points Index](../geometry/collinear_points_index.jpg) |
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