Question 5
An equilateral triangle has side length 2. An arbitrary point is taken inside it. What is the probability that its distance from every vertex is greater than 1?
Original printed choices: A) 1 − 2π/3; B) 1 − π$\sqrt{3}$/6; C) $\sqrt{3}$/2 − π/4; D) $\sqrt{3}$/2 − π/2; E) $\sqrt{3}$ − π/2
Editorial task: Explain what information is missing or inconsistent, then derive the source’s intended answer under clearly stated additional assumptions.
Original printed choices: A) 1 − 2π/3; B) 1 − π$\sqrt{3}$/6; C) $\sqrt{3}$/2 − π/4; D) $\sqrt{3}$/2 − π/2; E) $\sqrt{3}$ − π/2
Editorial task: Explain what information is missing or inconsistent, then derive the source’s intended answer under clearly stated additional assumptions.