Two men on a surface want to meet each other. They have taken the point (0, 0) as meeting point. The surface is 3-D and its equation is f(x,y) = \(\frac{x^{\frac{-23}{4}}y^9}{x+(y)^{\frac{4}{3}}}\). Given that they both play this game infinite number of times with their starting point as (908, 908) and (90, 180)(choosing a different path every time they play the game). Will they always meet?

• A. They will not meet every time
• B. They will meet every time
• C. Insufficient information
• D. They meet with probability 1⁄2view answer
• E. . Will they always meet?a) They will not meet every timeb) They will meet every timec) Insufficient informationd) They meet with probability 1⁄2view answer