This is an elementary question in Analysis. I thought it might belong in "General Math", but finally settled on this rubrique. If a moderator wishes to move it to its proper rubrique, I would be grateful.
I have come across three explanations for the distinction between covariant and...
Calculations with 1:
T1sintheta + T2sintheta = W
T1costheta = T2costheta
Calculations with 2:
Wsintheta = T1
Wcostheta = T2
These are not equivalent. Can someone point out the flaw in my logic?
Edit: System is in equilibrium!
Let ##\vec { A }## = ##a \dot { i } + b \hat { j } + c \hat { k }##
My question is "is ##\frac { 1 } { \vec { A } }## is a vector or not and if yes then what is it's components?"
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