Working out Resistance in a parallel circuit
Discussion
One for the Auto Electricians and other technically minded 
Whilst at college today, the students were discussing working out resistance in parallel circuits.
A House Electrician came up with the formula... 1 over (1 over R1) + (1 over R2) + (1 over R3)
So if R1 is 10 ohms, R2 is 68 ohms and R3 is 10 ohms, you've got 1 over (68/680 + 10/680 + 68/680) = 1 over 146/680 = 4.66 ohms
I think I've worked that out right
.... And that's the first formula that Google came up with too.
The lecturer came in and then showed us a slide involving a 12VDC circuit, with the same 10,68 and 10 ohm resistors.
The calculation on that slide showed...
12v divided by 10 ohms = 1.2 amps
12v divided by 68 ohms = 0.18 amps
12v divided by 10 ohms = 1.2 amps
The slide then showed 1.2 + 0.18 + 1.2 = 2.58 ohms
Why are we getting Two different resistance figures ? The only thing I see different is a voltage being present. So is it a different formula if there's no known voltage ?
Thanks for any help

Whilst at college today, the students were discussing working out resistance in parallel circuits.
A House Electrician came up with the formula... 1 over (1 over R1) + (1 over R2) + (1 over R3)
So if R1 is 10 ohms, R2 is 68 ohms and R3 is 10 ohms, you've got 1 over (68/680 + 10/680 + 68/680) = 1 over 146/680 = 4.66 ohms
I think I've worked that out right
.... And that's the first formula that Google came up with too.The lecturer came in and then showed us a slide involving a 12VDC circuit, with the same 10,68 and 10 ohm resistors.
The calculation on that slide showed...
12v divided by 10 ohms = 1.2 amps
12v divided by 68 ohms = 0.18 amps
12v divided by 10 ohms = 1.2 amps
The slide then showed 1.2 + 0.18 + 1.2 = 2.58 ohms
Why are we getting Two different resistance figures ? The only thing I see different is a voltage being present. So is it a different formula if there's no known voltage ?
Thanks for any help

Edited by RUSSELLM on Thursday 12th March 20:47
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