Thanks for the input!
Also, I just read my previous post and want to apologize for how bad the grammar was in that post. I guess that is what happens when can't sleep and post on the internet at 3AM.
Anyways, I made my decision and am going to go with the TA position. I got the actual...
I'm really stuck here and trying to find some advice here. I am graduating on May 1st with my BSEE from a good engineering school. I have a 3 job offers and I also have a TA offer. I had originally planned to attend graduate school to achieve at least my Master's degree with a desire to go for a...
It is part your part b. Since energy is equal to
\int_{0}^{t}i(t)*v(t)dt=power
You know the voltage supplied by the source and you should have your function of current by using the step-by-step method for transient circuits. Now just solve!
Note:
In your relevant equations you have power...
I got the 9 ohms and the 90mH as well. I ended up with a couple of ugly quadratic equations and then used my TI-89 to solve them. Thanks for all the help guys!
Hi all, I'm stuck on this part of a problem. I have gotten the net impedance between two terminals A and B. The impedance I got was
Z=8.39+2.22i
Now the question is...
The network is equivalent a to a resistor and an energy storage element connected in parallel. Find their values.
I...
I tried the substitution
I get p(x)=c*y^n and q(x)= e^(-y^2)
which when I take the product of the limits as y goes to infinity I still have infinity times zero. Am I allowed to say that infinity times zero is zero?
given
f(x)=\left\{\begin{array}{cc}e^{-x^{-2}},& \mbox{ if } x!=0 \\ 0, \mbox{ if } x=0 \end{array}\right
show that the function is C-infinity smooth but not analytic
What I have done so far (besides verify that it is continuous) is examine the first few derivatives I found they are in the...
I just bombed a quiz because it was 2 questions and this was one of them:
Find all three complex roots of the following equation (give answers in polar and rectangular form)
z^3+8=0
Looks easy enough,
z=2e^{-i\frac{\theta}{3}}
This is where I think I completely realized I wasn't sure what...
I was in the same boat you were. I came out of the military and was enrolled in a program for electronics engineering technology. I wanted to do some form of electrical engineering at a 4 year institution. So I called up the school I wanted to attend (now my current school) EE department and...
Yes, I understand that the complex numbers add like vectors. However, what I am confused about is that I thought that to graph them they needed to be in the complex plane. Like you said the x-axis is the real and the y-axis is the imaginary. When I look at the complex number (a+bi) and consider...
For this problem i am given two complex numbers Z_1 , Z_2 and then a third which is the sum of the first two complex numbers Z_3 . I am then asked to find the geometric interpetation of these numbers in \mathbb{R}^2 . I am fine when graphing them in the complex plane but unsure of what they...
I agree with the Ic Id sign. However, Using the Node with Ia and Ic entering and Ib leaving and using KCL. I get Ia+Ic-Ib=0 therefore Ia+Ic=Ib or 3A + 1A =4A