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How to find the equivalent resistance with different source and grounded resistor
Here is the problem:
I am trying to solve this problem. I have understood that I need to find the equivalent resistance value of the load. I have started off by doing the work. I have taken each parallel component of the circuit and put into a place holder as shown.
The individual resistors have been circled in red.
I have now solved for each of these individually, using the parallel equivalent formula shown here:
My final equation for each individual resistor R4 is this:
$$\frac{10}{1000}+\frac{20}{1000}+\frac{200}{1000}=\frac{210}{1000}=0.210\Omega$$
Finally, I have the total resistance as being:
$$\frac{10\times0.12}{1000}+\frac{20\times0.15}{1000}+\frac{200\times0.10}{1000}=\frac{210\times0.12}{1000}=0.252\Omega$$
This seems to be the correct answer. I am just having some issue with the parallel components of the circuit. The given answer is $0.24\Omega$ but this seems to be incorrect.
Question: Am I correct in my approach? Is it possible to use a short cut approach? If so, how
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