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Well, there is a lot to say about "tangent".
For example, it has a trigonometric meaning = sinus(x) divided by cosinus(x)... But how can I show the true meaning without a drawing?
Also, about a line tangent to a given curve, say for example a circle.. Take two points on the circle, and draw the line between themselves. This is a secant line. Then, think of the two points as approaching more and more between themselves...that line moves, and at the limit of the process it becomes the tangent line - you can say that it intersect the circle in two coincident points......And..... stop me..... this is my field...
Entire Thread Subject Posted By Posted ![]()
off on a tangent
Keiva 11/16/01 11:06 AM ![]()
Re: off on a tangent
emanuela 11/16/01 05:35 PM ![]()
Way off on a tangent...
musick 11/17/01 06:54 PM ![]()
sinus...
emanuela 11/22/01 11:20 AM ![]()
Re: off on a tangent
emanuela 11/16/01 05:39 PM ![]()
Re: off on a tangent
Keiva 11/19/01 12:34 PM ![]()
hyperosculating conics
emanuela 11/22/01 11:24 AM ![]()
Re: hyperosculating conics
Wordwind 11/22/01 12:10 PM ![]()
Re: off on a tangent
Faldage 11/16/01 07:30 PM ![]()
Re: off on a tangent
tsuwm 11/16/01 07:45 PM
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