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Vectors and Calculus
#2
If a is perpendicular to v and at + ac = a, then either:
- at is also perpendicular to v (which is nonsense), or
- |at| = 0 (in which case a = ac and points perpendicular from v)

=> at = (v/|v|)*(d|v|/dt) = 0
<=> v = 0 (I don't really know how a vector can equal a number, so yeah) or d|v| = 0
=> d|v| = 0

At least that's what I got from this page: http://en.wikipedia.org/wiki/Tangential_...celeration

Haven't really done this material.
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Messages In This Thread
Vectors and Calculus - by Grey - 2011-03-19, 12:59 PM
Vectors and Calculus - by Kalovale - 2011-03-19, 06:39 PM
Vectors and Calculus - by Russt - 2011-03-19, 08:56 PM
Vectors and Calculus - by Grey - 2011-03-19, 09:13 PM
Vectors and Calculus - by 2147483647 - 2011-03-19, 11:06 PM
Vectors and Calculus - by Grey - 2011-03-20, 04:07 AM
Vectors and Calculus - by 2147483647 - 2011-03-20, 05:24 AM
Vectors and Calculus - by Grey - 2011-03-20, 06:04 AM
Vectors and Calculus - by 2147483647 - 2011-03-20, 07:00 AM
Vectors and Calculus - by Grey - 2011-03-20, 01:04 PM
Vectors and Calculus - by Russt - 2011-03-20, 03:46 PM
Vectors and Calculus - by Grey - 2011-03-22, 04:31 AM
Vectors and Calculus - by 2147483647 - 2011-03-22, 01:23 PM
Vectors and Calculus - by Grey - 2011-03-22, 04:10 PM

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