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How to find out if a Vector Field is path independant or not
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ummm ill give u an example F= 2xyi+xyj
what is curl?
if curl is zero ... the field is path independent, else it is path dependent. http://en.wikipedia.org/wiki/Conservative_vector_field I guess this is it.
thanks
not sure though, this might give you lead.
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Another way to tell if it's path independent, is to see if your vector field is a gradient.
If you can find a function with the vector field as a gradient, it must be path independent.
ok yes i know that method and now that i just read further on in my book i found experimentx's method. YAY THANKS :DDDDDDDD
you're welcome
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