The placement of resistors in a circuit is one factor that can
determine the current passing through the resistor. You will be
given three circuits, and for each circuit you will be asked to
compare the current through the various resistors. In each of the
circuits, all resistors are identical.
Rank below the three identical resistors (A, B, and C) in (Figure 1) on the basis of the current that flows through them.
Rank from largest to smallest. To rank items as equivalent, overlap them.
The concept used to solve this problem is Kirchhoff’s junction rule.
First, analyze the circuit diagram. Then, show the distribution of the amount of flow of current in the different parts of the circuit.
Kirchhoff’s junction rule states that the algebraic sum of the current in any junction is zero.
Its mathematical expression can be expressed as follows,
Here, is the current.
Consider the circuit diagram as,
The rank of the resistors on the basis of the amount of current that flows in the circuit is as follows,
Ans:
The rank of the resistors on the basis of the amount of current that flows in the circuit is .
The placement of resistors in a circuit is one factor that can determine the current passing...
The placement of resistors in a circuit is one factor that can determine the current passing through the resistor. You will be given three circuits, and for each circuit you will be asked to compare the current through the various resistors.Click on the link to see the figure.Rank the resistors in the figure below (A to C) on the basis of the current that flows through them. Rank from largest to smallest. To rank items as equivalent, overlap them.
The placement of resistors in a circuit is one factor that can determine the current passing through the resistor. You will be given three circuits, and for each circuit, you will be asked to compare the current through the various resistors.Click on the link below to view image:Rank the resistors in the figure below (A to D) on the basis of the current that flows through them. Rank from largest to smallest. To rank items as equivalent, overlap them.
Rank below the three identical resistors (A, B, and C) on the basis of the current that flows through them. Rank from largest to smallest. To rank items as equivalent, overlap them.
11. Ranking Task #165 Simple Resistor Circuits-Current 1165 All the resistors in the circuits below are identical at 2 each. The batteries are ideal with voltages of 6 or 12 volts as shown below. All connecting wires have negligible resistance. Rank the current passing through the upper right hand corner of each circuit from greatest to least. Greatest Least Or, the current is the same in each situation. Please carefully explain your reasoning.
Simple Resistor Circuits-Current ||165 All the resistors in the circuits below are identical at 29 each. The batteries are ideal with voltages of 6 or 12 volts as shown below. All connecting wires have negligible resistance. Rank the current passing through the upper right hand corner of each circuit from greatest to least. 12 V mm L M Least Greatest 1 Or, the current is the same in each situation. Please carefully explain your reasoning.
Simple Resistor Circuits-Current 11165 All the resistors in the circuits below are identical at 2 2 each. The batteries are ideal with voltages of 6 or 12 volts as shown below. All connecting wires have negligible resistance. Rank the current passing through the upper right hand corner of each circuit from greatest to least. w MM MT 12 V 5_ 6_ _ Least Greatest 1 2 3 --4_ Or, the current is the same in each situation. Please carefully explain...
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Three electric resistors are placed in circuits as shown. It is not necessary for the resistors to have the same resistance. a. In which of the various configurations shown do at least TWO resistors carry the same electric current? _____ b. In which of the various configurations shown do at least Two resistors have the same electric potential across them? c. In which of the various configurations shown do THREE resistors carry the same electric current?_____ d. In which of...
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