14. Consider the following circuit. Ro RA RB Rp RA = 2 2, RB = 2 Q, Rc =4 Q, and Rp =7 2. a) Find the equivalent total resistance of all the resistors. b) A wire and some more resistors are added just for fun :) RF Rc RE RA Rp RG The switch is open and RE = 3 2, Rf = 7 2, RG = 6 2. Find the equivalent total resistance of all the resistors. c) The switch is closed. Find the equivalent total resistance of all the resistors. Ω

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Chapter1: Units, Trigonometry. And Vectors
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14. Consider the following circuit.
Ro
RA
RB
Rp
RA = 2 2, RB = 2 Q, Rc =4 Q, and Rp =7 2.
a) Find the equivalent total resistance of all the resistors.
b) A wire and some more resistors are added just for fun :)
Rf
Rc
RE
RA
Rp
RG
The switch is open and Rg = 3 S, Rf = 7 2, RG = 6 Q. Find the
equivalent total resistance of all the resistors.
c) The switch is closed. Find the equivalent total resistance of all
the resistors.
Ω
Ω
Transcribed Image Text:14. Consider the following circuit. Ro RA RB Rp RA = 2 2, RB = 2 Q, Rc =4 Q, and Rp =7 2. a) Find the equivalent total resistance of all the resistors. b) A wire and some more resistors are added just for fun :) Rf Rc RE RA Rp RG The switch is open and Rg = 3 S, Rf = 7 2, RG = 6 Q. Find the equivalent total resistance of all the resistors. c) The switch is closed. Find the equivalent total resistance of all the resistors. Ω Ω
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