What is the maximum number of regions within a circle that can be formed by n distinct lines intersecting inside the circle?
Express your answer in fraction form. (Use LaTeX syntax, enclose your answer in dollar signs ($): $\frac{1}{2}$)
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What is the maximum number of regions within a circle that can be formed by n distinct lines intersecting outside the circle?
Answer:
What is the minimum number of regions within a circle that can be formed by n distinct lines crossing the circle?
Answer:
(Based on Mathcounts National 1990 Target Problem 8 and Mathcounts Chapter 1992 Sprint problem 5)
Answer:
What is the maximum number of regions within a circle that can be formed by n distinct lines intersecting outside the circle?
Answer:
What is the minimum number of regions within a circle that can be formed by n distinct lines crossing the circle?
Answer:
(Based on Mathcounts National 1990 Target Problem 8 and Mathcounts Chapter 1992 Sprint problem 5)
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