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To: Tenchusatsu who wrote (151084)	12/4/2001 11:20:04 PM
From: Joe NYC	Read Replies (1) \| Respond to of 186894

Tenchusatsu, When you have a ratio of functions that evaluates to 0/0, what you could do is differentiate both the numerator and the denominator, then calculate the results using the newly derived formulas. That's a good answer. I tested it on (x - 1) / (X^2 - 1) which is 0 as x approaches 1. Differentiating I get 1 / 2, which is 0.5 I put together a simple Excel spreadsheet, by starting form 0.9, and incrementing by previous result + (1 - previous result) / 2, the ratio of the functions do converge to 0.5 Joe

To: Tenchusatsu who wrote (151084)	12/5/2001 12:00:21 AM
From: Ali Chen	Respond to of 186894

"if you understood every word of what I just said" Yeah, you forgot few words, that the functions must be differentiable...