Equivalent Resistors

Related BrainMass Solutions

• Statement true about 5 resistors

  equivalent resistance will be equal to 150 ohms if you put all 5 resistors in series, the equivalent resistance will be equal to 150 ohms Correct option is provided for the requested question.

• Equivalent Resistance and Current

  Therefore, the equivalent resistance is now 35 + 30 = 65 ohms (b) A single 65 ohm resistor could replace all the three resistors (c) I = V / Equivalent R = 130/65 = 2 A.

• Ohms law and resistors configurations

  The solution also shows that the equivalent resistance of resistors in parallel is ALWAYS lower than the smallest resistor.

• Battery, resistors: Calculate the equivalent resistance; calculate the equivalent capacitance

  86139 Equivalent resistance; calculate the equivalent capacitance See attached file for full problem description with proper symbols and diagram. The figure below shows a circuit with a battery and 3 resistors. The resistors have values of 4?

• Current Through Series of Resistors

  The resistors are connected in series. Therefore the total equivalent resistance is the sum of the individual resistors: Req = R1+R2+R3 = 1.2 + 2.6 + 5.0 = 8,8 ohms. 2. 3.

• Physics: Series and Parallel resistors.

  It is because the equivalent resistance will increase in series. 3. True. Each resistor will draw individual current when in parallel 4. True. Equivalent resistance is smaller than the smallest resistance in parallel. 5. False.

• Resistors With a Nonzero Current

  When resistors are connected in parallel, the equivalent resistance is "always smaller" than the "smallest" resistor (see attached proof). Hence, to get the maximal current we want to attach all the resistors in parallel to the battery.

• Equivalent Resistance

  42144 Resistance How would I find the equivalent resistance R_ab of the following circuit? This is a problem in parallel and series resistors. You need two equations: 1. Resistors in series (s): Requiv = R1 + R2 2.

• Resistance and Ohms Law: equivalent resistance between points A and B for the group of resistors

  Find the equivalent resistance between points A and B for the group of resistors shown in Figure where R1 = 85 and R2 = 45 . Solution.

• Find the equivalent resistance between points a and b? Find the power dissipated by the resistor identified with a star.

  What is the equivalent resistance between points a and b? Find the equivalent resistance of the resistors between points a and b. Find the power dissipated by the resistor identified with a star. Please see the attached file.