For two cylindrical resistors made of identical material and with equal radii, R1 and R2, where R1 is longer than R2, what is true when the two are in parallel?
A) R1 dissipates more heat than R2
B) R2 dissipates more heat than R1
C) R1 experiences a greater voltage drop than R2
D) R2 experiences a greater voltage drop than R1
In the passage, it states that "if two resistors experience the same current, then the one with greatest resistance dissipates the most heat."
So wouldn't the answer be A? according to the formula given by TBR R= rho (L/A) where L = length, R = resistance, A = area and rho = resistivity of material. (the real answer is actually B).
A) R1 dissipates more heat than R2
B) R2 dissipates more heat than R1
C) R1 experiences a greater voltage drop than R2
D) R2 experiences a greater voltage drop than R1
In the passage, it states that "if two resistors experience the same current, then the one with greatest resistance dissipates the most heat."
So wouldn't the answer be A? according to the formula given by TBR R= rho (L/A) where L = length, R = resistance, A = area and rho = resistivity of material. (the real answer is actually B).