Hey everyone,
I am doing a course in electronic engineering and I've been stuck on this for days, I have linked a picture elaborating what the circuit is, here is all the information I was given to complete this :
Vr = 11,3V with angle of 0 degrees
Vc = 18.2V with angle of -90 degrees
R1 = 2k ohms
C1 = 47 nF
So with the voltages of both the resistor and capacitor I simply added the two(as a vector) which gave me 21.4V with angle of -58 for the source, therefore:
Source = 21.4V with angle of -58 degrees
Now I am meant to find the frequency of this circuit which I just found the source voltage for, I know that f = 1 / (2)(3.14)(C)(Xc) But as far as I know (Xc) can only be found if you have (omega) which needs the frequency to be solved.
Is there a way to find Xc without the frequency? if anybody has a different method of solving this could you share it with me, any help would be really appreciated, thank you.
I am doing a course in electronic engineering and I've been stuck on this for days, I have linked a picture elaborating what the circuit is, here is all the information I was given to complete this :
Vr = 11,3V with angle of 0 degrees
Vc = 18.2V with angle of -90 degrees
R1 = 2k ohms
C1 = 47 nF
So with the voltages of both the resistor and capacitor I simply added the two(as a vector) which gave me 21.4V with angle of -58 for the source, therefore:
Source = 21.4V with angle of -58 degrees
Now I am meant to find the frequency of this circuit which I just found the source voltage for, I know that f = 1 / (2)(3.14)(C)(Xc) But as far as I know (Xc) can only be found if you have (omega) which needs the frequency to be solved.
Is there a way to find Xc without the frequency? if anybody has a different method of solving this could you share it with me, any help would be really appreciated, thank you.
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