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Question from the book "Electrical License"
#2172
06/24/01 07:54 PM

Joined: Jun 2001
Posts: 25
OP
Member

Hello I'm working as a helper in small electrical firm. Today we had a debate in the work about the following chart: you have first resistor which has 4 ohm ... than followed two resistors with 6 ohm each (these both resistors are parallel between each other). What is resistance at the end of the chart? We debate more than an hour at the work. The answer in the book is 5 ohm. However some electrician say that correct answer is 7 ohm. What is correcy answer? Thanks



Re: Question from the book "Electrical License"
#2173
06/24/01 08:21 PM

Joined: Oct 2000
Posts: 5,389
Member




Re: Question from the book "Electrical License"
#2174
06/24/01 10:59 PM

Joined: Mar 2001
Posts: 2,056
Member

If two 6 ohm resistors are in parallel, the resistance is 3 ohms. Add the 4 ohms in series with this and you have your 7 ohms.



Re: Question from the book "Electrical License"
#2175
06/25/01 12:17 AM

Joined: Jun 2001
Posts: 1
Junior Member

Originally posted by Mike Shn: Hello I'm working as a helper in small electrical firm. Today we had a debate in the work about the following chart: you have first resistor which has 4 ohm ... than followed two resistors with 6 ohm each (these both resistors are parallel between each other). What is resistance at the end of the chart?
If the 6 ohm resistors is connected in parallel then the total resitance of these resistors is 3 ohm. If you connect them in series with the 4 ohm resistor, then your total resistance is 7 ohm. However, if you connect the 4 ohm resistor in parallel also with each of 6 ohm reistors, the total reistance is 1.71 ohm. We debate more than an hour at the work. The answer in the book is 5 ohm. However some electrician say that correct answer is 7 ohm. What is correcy answer? Thanks



Re: Question from the book "Electrical License"
#2176
06/25/01 06:43 AM

Joined: Oct 2000
Posts: 5,389
Member

********1***1 RT= R1 + (  +  ) ********R2***R3 [This message has been edited by sparky (edited 06252001).]



Re: Question from the book "Electrical License"
#2177
06/25/01 04:42 PM

Joined: Oct 2000
Posts: 2,721
Broom Pusher and Member

Quick answers:
If DC, the total resistance is 7 ohms.
If AC, and one element is in reality some type of Reactance, then total Impedance is 5 ohms.
If AC, and all elements are pure resistance [true power only  no Reactance, or very minimal Reactance], then 7 ohms is the total resistance.
Scott SET
Scott " 35 " Thompson Just Say NO To Green Eggs And Ham!



Re: Question from the book "Electrical License"
#2178
06/25/01 06:35 PM

Joined: Jan 2001
Posts: 1,044
Member

You can't believe everything you read. Every time that I teach an electrical course, I work all the problems & see if my answers agree with the teachers answer guide. It is awful embarassing to be in front of a class trying to tell them they are all wrong when they are, in fact, 100% right.
Tom
Few things are harder to put up with than the annoyance of a good example.



Re: Question from the book "Electrical License"
#2179
06/25/01 10:39 PM

Joined: Apr 2001
Posts: 53
Member

This seems to be a simple combination circuit. In my humble opinion the answer is 7 ohms.
HMEL #688



Re: Question from the book "Electrical License"
#2180
09/01/01 09:03 PM

Joined: Aug 2001
Posts: 142
Member

Originally posted by Scott35: Quick answers:
If DC, the total resistance is 7 ohms.
If AC, and one element is in reality some type of Reactance, then total Impedance is 5 ohms.
If AC, and all elements are pure resistance [true power only  no Reactance, or very minimal Reactance], then 7 ohms is the total resistance.
Scott SET I am assuming that they were talking DC, however if the reactance is unknown how do you come up with a 5 ohm impedance and if there is a reactance there should be a corresponding phase angle. ???Or the impedance of a two terminal device is defined as follows; Voltage across the element(v(t))/ current through the element i (t), when v(t) and i(t)have the sink reference relation and when v(t) and I(t)each vary as eEXPst.




