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Mar
31
comment Curl and Divergence
Oh sorry f is a scalar function, F is a vector function, and Grad and grad are the same (must have been a typo) and they are the gradient.
Mar
31
asked Question on conservative fields
Mar
31
asked Curl and Divergence
Mar
29
accepted Question on partial derivatives
Mar
29
comment Question on partial derivatives
When you say that $f$ is a function of 1 variable, are you referring to $u$ as that variable?
Mar
29
accepted Proving a statement by contradiction
Mar
29
asked Question on partial derivatives
Mar
9
comment Proving a statement by contradiction
So how that that change for $(2n-1)^2$, how many 1's would that be?
Mar
9
comment Proving a statement by contradiction
Actually I got up to that part, but I couldnt figure out how many bits could represent that number.
Mar
9
comment Proving a statement by contradiction
So how would I use this general fact? I mean I could keep providing examples, but how could I generalize this in terms of n?
Mar
9
asked Proving a statement by contradiction
Mar
1
accepted Understanding the intuition behind math
Feb
26
awarded  Nice Question
Feb
26
comment Understanding the intuition behind math
Excellent answer. I will definitely take your advice!
Feb
26
comment Understanding the intuition behind math
Well I'm currently studying derivatives of vector valued functions. If you ask me to solve a problem, I'll do it for you. But if you ask me to tell you what it means and how can it be used, then I'll have absolutely no idea. I passed Calc II with an A last semester, but I have no idea what I learned. Its like a blackout to me, as if I were drunk and studying math.
Feb
26
accepted Finding parametric and symmetric equations for a line
Feb
26
accepted Parametrization of a line
Feb
26
asked Understanding the intuition behind math
Feb
18
comment Finding parametric and symmetric equations for a line
Sorry I'm not really understanding your answer..
Feb
18
asked Finding parametric and symmetric equations for a line