What is the approximate length of the base of the parallelogram in the diagram?
2r
πr
2πr
π²
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To determine the length of the base of the parallelogram in relation to the circle’s radius (r), we need to analyze the context provided. In many geometric problems involving a parallelogram and a circle, especially in relation to circumference or area, the most common expression for the base length appears to relate to the circle’s properties.
In this case, the correct answer would likely be 2r. This is because if the parallelogram’s base extends to the diameter of a circle (which is 2 times the radius), it would make sense to denote that length as 2r.
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