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Science / Electronics basics / Grade 7 / se7r1

Series Resistance: The Whole Path

Explain the resistance seen by a source, then check what the total does and does not tell you.

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In a complete series path, resistances add and the same current passes through every resistor. Find current with I = source voltage / total resistance. Convert amperes to milliamperes by multiplying by 1,000. An open circuit is not zero resistance. These are ideal paper models, not physical wiring instructions.

Worked example

At 6 V, complete series resistors of 100 and 200 ohms add to 300 ohms. Current is 6 / 300 = 0.02 A = 20 mA through each. A single 300-ohm resistor draws the same total current, but does not preserve both internal resistor voltages.

Worked series example: 100 and 200 ohms across 6 V are equivalent to 300 ohms, drawing 20 mA total. Internal readings need not match.
Worked model comparison. The drawings show resistor connections, not physical wiring instructions.
Question 1 A complete series path contains 200-ohm and 400-ohm resistors. What is its equivalent resistance?
Question 2 A 12 V ideal source is connected to that 600-ohm series path. What total current flows?
Question 3 Swap the positions of those 200-ohm and 400-ohm resistors. Keep the complete path and 12 V source. What changes?
Question 4 Now open the only series path. How should its zero current be described at 12 V?
Question 5 A complete series path must total 500 ohms. One resistor is 150 ohms. What must the other be?