The instructor is Chinese, reads lectures that her former partner wrote (who was Greek), and does examples straight out of the book with no variation. There's absolutely nothing she can offer in English that would help...which is why I asked for pictures or graphs or something other than math...
To be completely honest, I don't even know what the 'result' is. I'm lost on what we're actually trying to achieve. Proving that I'm using an unbiased estimator is given in the text I have and above as E(W) = 0, but I don't really understand what that means other than the results from the sample...
So I'm looking for the difference in the expectation of the estimator from what the estimator actually measures...
If Xbar - Ybar is mu1 - m2, and E(Xbar - Ybar) = mu1 - m2, then what exactly is this saying? I don't understand what's going on regarding the samples and distributions. I can't...
I have a terrible teacher and have to teach myself out of the book and don't understand this.
Homework Statement
Male verbal IQs
117 103 121 112 120 132 113 117 132
149 125 131 136 107 108 113 136 114
Female Verbal IQs
114 102 113 131 124 117 120 90
114 109 102 114 127 127 103...
That was exactly the problem. I wasn't Getting the Parts List by reference. It now grabs the list properly and passes it around perfectly.
Thanks for the help! I KNEW I was doing the iteration properly (or at least had the right idea).
Indeed. There is at least 1 item in the vector. The item has all of the appropriate values stored as well. I can confirm this through Visual Studio Stepping-Thru the push_backs.
Hmm I never thought of doing that... I'd have to do a bunch of fixes to the project but it never crossed my mind to do that.
Why is having the vector inside a class an issue?
I'm trying to work on a project for class (that's not homework but a long-term assignment, second c++ semester so I'm not very bright yet) and I'm having trouble figuring out why the iterator of this vector won't work as I hoped.
Here's the structure of the vector(s) so far:
CarList is a...
That's what I've been trying to do for a few hours now. I know x isn't a variable. I know it's a constant.
In the case of your question:
\int_0^{\infty} e^{-ax}\,dx
(\frac{e^{-ax}}{-a})_0^\infty
(0-(1/-a))=1/a
yes?
Obviously, I'm not sure what I'm doing wrong. I know that down to this point, everything's correct, as I've double-checked it vs what the teacher had given to me.
I realize I have to differentiate it with respect to y but this is where I'm having trouble. Would it be (e^{-xy})/-x? I'm not...
This is part of double integral. I just can't seem to figure out what I'm doing wrong.
The inner integral comes out to be:
\int_0^\infty{e^{-xy}dy}
I emailed my teacher to help me through it, and he says this should integrate down to 1/X but I can't seem to figure out how. I'm no good...
I don't follow at all. Can you try to explain it to me in english rather than math? I'm not a math major and the language confuses me more than anything else.