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Electrical Fundamentals / Unit 03

Measure It. Prove It.

Use Ohm's Law and a digital multimeter to explain what a circuit is doing—not just what a number on a screen says.

4 lessonsInteractive diagnostic lab8-question Challenger checkReal-trainer skills check
Begin Lesson 1 →
What you'll be able to do

Find the evidence inside the circuit

By the end of this unit, you should be able to identify voltage, current, and resistance; use E = I × R to predict normal operation; choose the appropriate meter mode and connection; and explain how an unwanted resistance or an open changes circuit readings.

Working model: The virtual lab uses a simplified, idealized 12 V DC source, one resistive load, and one connection that can be healthy, resistive, or open. Real vehicle electrical systems can behave differently and require vehicle-specific procedures.

Lesson 1 · Electrical quantities

Three different questions, three different measurements

Voltage (E or V)Electrical potential difference between two points. Unit: volt (V).
Current (I)Rate of electric charge flow through a branch. Unit: ampere (A).
Resistance (R)Opposition to current in this simple resistive model. Unit: ohm (Ω).

A 12 V battery establishes a potential difference, but that alone does not prove a lamp has a complete path for current. A voltage reading at an open connector may be real even though the lamp remains off.

On a complete circuit, current flows through the load and the source. An open path interrupts that current. A resistive connection can still pass current while wasting part of the source voltage.

The Challenger asks: You read 12 V on the supply side of a disconnected bulb. Can you conclude that the bulb is receiving current?
Think: What information is still missing?
Reveal the reasoning

No. The voltage indicates a potential difference under the chosen measurement conditions; you must also establish an intact return path and an operating load to infer current flow. An unloaded voltage reading can be misleading.

Lesson 2 · Make a prediction

Ohm's Law tells you what to expect

For an ideal resistive load under steady DC conditions, voltage, current, and resistance are related by:

E = I × R   ·   I = E ÷ R   ·   R = E ÷ I
12 V ÷ 6 Ω = 2 AExpected current through one 6 Ω load.
2 A × 6 Ω = 12 VExpected voltage across that load.
12 V ÷ 2 A = 6 ΩEquivalent resistance at that operating point.

Try one before the virtual lab

A 12 V source powers one 4 Ω resistor. Predict current and load power.

Use I = E ÷ R, then P = E × I.
The Challenger asks: If the same voltage is applied to a larger resistance, what happens to current? Why?
Reveal the reasoning

It decreases in this resistive model. At a fixed applied voltage, I = E ÷ R; a larger denominator produces a smaller current.

Lesson 3 · Choose the right test

A meter is only useful if you connect it correctly

DC voltageConnect the voltmeter across the two points of interest, with the circuit operating when testing a voltage drop.
CurrentA conventional ammeter goes in series with the branch. Use a suitable clamp meter where appropriate and follow its DC-current instructions.
ResistanceDe-energize the circuit and isolate the component as needed before using ohms mode.
Meter safety: Never put a meter set to current mode directly across a battery or powered load. Never measure resistance on an energized circuit. Follow the meter's input-jack, fuse, rating, and manufacturer instructions. For this unit's hands-on activity, use only a fused, instructor-approved low-voltage trainer—not a high-voltage vehicle system.

Always note where each test lead is placed. “I measured 12 volts” means very little without identifying the two test points and whether the circuit was operating.

The Challenger asks: Where do you connect a voltmeter to measure the voltage across a lamp?

Place one probe on each lamp terminal while the lamp circuit is energized. Voltage is always a measurement between two points, not a property of a single probe position.

Lesson 4 · Find the missing volts

Voltage-drop diagnosis: where is the source voltage going?

Suppose a 12 V source feeds a 6 Ω load through an unwanted 2 Ω connection. The same current passes through the connection and the load.

I = 12 V ÷ (6 Ω + 2 Ω) = 1.5 A
9 VAcross the 6 Ω load: 1.5 A × 6 Ω.
3 VAcross the 2 Ω bad connection: 1.5 A × 2 Ω.
12 V9 V + 3 V = total source voltage.

The defective connection wastes voltage while the circuit operates. A voltage-drop test across that connection under load exposes this behavior. A normal healthy connection in our idealized model has essentially 0 V drop.

Now imagine the connection opens completely. Current becomes 0 A. The load drops 0 V in this ideal model, while the open connection can have the full 12 V across it. That does not mean the open connection is successfully carrying current.

The Challenger asks: A lamp is dim, and a running circuit shows a 3 V drop across a connector. Does a source-side 12 V reading prove the connector is healthy?
Reveal the reasoning

No. The loaded voltage drop across the connector is evidence of unwanted resistance in that connection. A source-side voltage reading alone does not establish how much voltage reaches the operating lamp.

Interactive Lab · Virtual diagnosis

Predict it. Select the meter. Find the fault.

Select a load and circuit condition. Then choose where the simulated meter is connected. The display calculates an idealized DC reading for that test setup.

Simplified source, connection, and load circuitA twelve volt source, a selectable connection fault, and one resistor in a complete series loop. The meter reading appears below the diagram.12 V DCLoad: 6 ΩHealthy connectionSeries return pathSimplified trainer circuit · not a wiring procedure
DC volts across source12.00 VSource potential difference.
2.00 ACalculated branch current
12.00 VVoltage across load
0.00 VVoltage across connection

Healthy loop: the load receives the source voltage and current flows.

The Challenger's lab missions

Complete all four measurement missions by selecting the appropriate circuit condition and meter setup. The mission checklist updates when you make a matching measurement.

  • ○Healthy 6 Ω circuit: measure current in series and compare it with 12 ÷ 6.
  • ○Resistive 6 Ω circuit: measure voltage across the load.
  • ○Resistive 6 Ω circuit: measure voltage across the bad connection.
  • ○Open 6 Ω circuit: measure voltage across the open connection.

Reading note: Meter placement is represented by the menu, not by movable probes. This idealized model omits wire resistance, source sag, meter loading, and vehicle-module behavior.

The Challenger · Knowledge assessment

Eight questions. Defend your diagnosis.

Select one answer per question. Your response will be graded with an explanation for each item. You may try again; passing this practice assessment does not certify hands-on competence.

Answer all eight questions, then check your reasoning.

Practical Challenge · Low-voltage trainer

Show it on a real circuit

Use an instructor-approved, current-limited or fused 12 V training circuit with an appropriate resistive load. Have your instructor verify each task before you mark it complete.

Safety boundary: Do not access vehicle high-voltage systems or measure live resistance. Follow your meter's rating and fused input limits. Your virtual-lab completion does not verify real-world skills.

Unit 3 · Your status

What have you demonstrated?

0 / 4Lessons marked complete
0 / 4Virtual lab missions
Not attemptedLatest Challenger score
0 / 7Hands-on items self-checked

Continue through the lessons and learning activities. Instructor confirmation is required for practical competence.

Progress is saved only in this browser on this device. Changing browser, clearing site data, or opening a differently hosted copy may reset it. These units will be integrated into the main Autonatomy website later.

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