Three $2.0 - \Omega$ resistors are connected to form the sides of an equilateral triangle $A B C$ as shown in the figure. What is the equivalent resistance between any two points, $A B , B C$, or $A C$, of this circuit?

A) $6.0 \Omega$
B) $1.3 \Omega$
C) $3.3 \Omega$
D) $2.0 \Omega$
E) $4.3 \Omega$

Question

Three $2.0 - \Omega$ resistors are connected to form the sides of an equilateral triangle $A B C$ as shown in the figure. What is the equivalent resistance between any two points, $A B , B C$, or $A C$, of this circuit?

A) $6.0 \Omega$ 
B) $1.3 \Omega$ 
C) $3.3 \Omega$ 
D) $2.0 \Omega$ 
E) $4.3 \Omega$

Quizplus · Accepted Answer

The Answer of Three $2.0 - \Omega$ resistors are connected to form the sides of an equilateral triangle $A B C$ as shown in the figure. What is the equivalent resistance between any two points, $A B , B C$, or $A C$, of this circuit?

A) $6.0 \Omega$ 
B) $1.3 \Omega$ 
C) $3.3 \Omega$ 
D) $2.0 \Omega$ 
E) $4.3 \Omega$

Three 2.0−Ω2.0 - \Omega2.0−Ω Resistors Are Connected to Form the Sides of an Equilateral

Three $2.0 - \Omega$ Resistors Are Connected to Form the Sides of an Equilateral