Question

Let B and C be the two points on the line $y + x = 0$ such that B and C are symmetric with respect to the origin. Suppose A is a point on $y – 2x = 2$ such that $\Delta ABC$ is an equilateral triangle. Then, the area of the $\Delta ABC$ is

• A. 3√3
• B. 2√3
• C. 10/√3
• D. 8/√3

Answer 1

Answer: (D)

8/√3

Answer 2

The correct answer is 8/√3