so even though this is a part summer, part difference amplifier, the method we used will apply? anyway, thanks a lot for your help berkeman, this problem was giving me nightmares last night..
what confuses me is that why can't the current i_1= 1/2k, i_2=.25/3k, i_3=.75/5k for the currents entering v_i+?
also would the current into the node with the two 4k resistors be 2/4k + 0-v_i-/4k?
ok so from what i understand from what you said, here is what i have done:
.067/2000 + 2/4000 + -2/4000 + ((2-v_o)/50000) = 1/2000 + 0.25/3000 + 0.75/5000
then i solve for v_o?
does that look correct?
IDEAL CHARACTERISTICS:
A_ol=inf
R_i=inf
R_o=0
i_+=0
i_-=0
v_in=v_+ - v_-
v_out=A_ol(v_+ - v_-)
v_+=v_-
but i don't see how any of them would make this problem easier
the "1",".25",".75",".67", and "2" are all voltages. are you saying that i should right nodal equations for the inputs? i didnt quite understand what you meant...
hey guys, i have a HW problem of a combination of a summing and difference op amp. I got the first few steps of the problem, but i don't know how to continue from where i am. I am having a hard time solving for v_+. any help is greatly appreciatd, maybe if you guys can not solve the problem for...
Im trying to get the Fourier transform of x(t)=u(t)-u(t-1)
from what i know the FT of u(t) is pi*delta(omega)+1/jw
so for the u(t-1) would we have to use the time shifting property of Fourier transforms so that it becomes pi*delta(omega)+1/jw*(exp(-jw_o)??
im given a a 20-mH inductor and a 30 ohm resistor in parallel. Z_in is 25 degrees. and I am asked to find the frequency omega in rad/s here's what i try to do:
25=(jw.02*30)/(jw.02+30), and solve for w, but i don't get the right answer.
what is it that I am doing wrong?
Im having trouble comparing sinusoidal waves and their phases.
As a sample problem I was given
v_1=120cos(120*pi*t - 40deg)
and i_1=2.5cos(120*pi*t +20deg)
and I was asked to find the angle by which i_1 lags v_1.
I have no clue on how to go through with this problem, I don't even know...
you may be right about the load resistor lying betwen the two points. But even if i don't remove the load resistor, and use the same technique to find V_AB, then id still have the same equations because there would still be no current through the 10k resistor.
i have an attempted solution to a HW problem, and I want to know if it is right or wrong. Could you guys please help me out. I have attached the image as a pdf
ok here's the URL of the work
[img=http://www.freeimagehosting.net/uploads/th.d669771024.jpg]
http://www.freeimagehosting.net/d669771024.jpg
[img=http://www.freeimagehosting.net/uploads/d669771024.jpg]
theres a bunch of links to the image, this is my first time using this imageshack thing...