Question

Let P be a variable point such that it forms a triangle of area 14 square units with two fixed points \((-3,4)\) and \((4,-3)\). Then the locus of P represents a pair of parallel lines. The distance between these two parallel lines is

• A. \(4\sqrt{2}\)
• B. \(8\)
• C. \(6\)
• D. \(3\sqrt{2}\) \bigskip

Hint:

Locus from fixed base + constant area always forms two parallel lines.

Answer 1

The Correct Option is A