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If V2 is NOT present(VB=GND) i can solve it easily using voltage divider formula:
I know the steps:
- I = V1/(R1+R2)
- Vout = I * R2 =>(i have 'I' from step 1,R2 is known)=> Vout = (V1*R2)/(R1+R2)
Questions:
-
A) I would like to request some help on how to solve it when v2 = 3.3 volts is
present. Please do not skip steps if you answer it.B) Vout is calculated with reference to GND. Right? If yes, that means
the voltage drop at R2 equals to Vout = Vout – GND = Vout – 0 = Vout
assuming GND as reference point?C) Is it correct to say the voltage drop at R2 = Vout – VB? (So in
this case i do not take GND as a reference point).D) So there are 2 different ways to describe voltage drop? Like case B) and
case C).Am i correct?
Best Answer
The key is voltage ACROSS the resistive chain
V = V1 - V2
Then it is a simple voltage divider to work out the voltage across R2
Vr2 = V(R2/(R1+R2))
Finally the output is raised by V2
Vout = Vr2 + V2
Thus. Vout = (V1-V2)(R2/(R1+R2))+V2