Paulie Posted April 1, 2007 Posted April 1, 2007 Is there any way to represent "i" in autoit?By that I'm refering to the Imaginary unit that is equal to "Sqrt(-1)"Or is the solution to the equationx^2 + 1 = 0
The Kandie Man Posted April 1, 2007 Posted April 1, 2007 (edited) Umm, I don't believe so. What are you making that would need imaginary numbers? Imaginary numbers are just that, imaginary. So for what reason, other than to complete an equation from your Algebra 2 homework, would you like to calculate imaginary numbers? Edited April 1, 2007 by The Kandie Man "So man has sown the wind and reaped the world. Perhaps in the next few hours there will no remembrance of the past and no hope for the future that might have been." & _"All the works of man will be consumed in the great fire after which he was created." & _"And if there is a future for man, insensitive as he is, proud and defiant in his pursuit of power, let him resolve to live it lovingly, for he knows well how to do so." & _"Then he may say once more, 'Truly the light is sweet, and what a pleasant thing it is for the eyes to see the sun.'" - The Day the Earth Caught Fire
Paulie Posted April 1, 2007 Author Posted April 1, 2007 Umm, I don't believe so. What are you making that would need imaginary numbers? Imaginary numbers are just that, imaginary. So for what reason, other than to complete an equation from your Algebra 2 homework, would you like to calculate imaginary numbers? lolFractals.
DarthVega Posted April 17, 2007 Posted April 17, 2007 Is there any way to represent "i" in autoit? -1 * x^0.5 Let x be 1 or some number.
evilertoaster Posted April 17, 2007 Posted April 17, 2007 http://www.dreamincode.net/code/snippet75.htm has some snippet in C++ of doing a custom class do implement this... The concept may be portable to autoit using a custom UDF or somthing. The comments on the page provide other resources.
hmsSurprise Posted April 17, 2007 Posted April 17, 2007 Not sure if it is essential to your calculations but sometimes if you know the bounds of possible negative coordinates you can offset your data 'up' and 'right' so that everything is the 1,1 quadrant. jh
Richard Robertson Posted April 18, 2007 Posted April 18, 2007 He wants imaginary numbers, 15i+3 sort of thing, not negative numbers.
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