Four quantities -- volts, amps, ohms and watts -- are locked together, so if you know any two of them you can work out the other two.
Half the calculation questions on an exam are this and nothing else. On the job it is how you know whether a circuit can carry what you are about to put on it.
Take 12 volts across 6 ohms. You want current, so go to the I quadrant and pick the formula that uses V and R: I = V / R. That is 12 / 6 = 2 amps. Now you want power, and you have V and I, so P = V x I, which is 12 x 2 = 24 watts. You never needed a new measurement -- the second answer came out of the first.
Check yourself: You have 24 volts across 8 ohms. What is the current, and what is the power?
Answer: Current is 24 / 8 = 3 amps. Power is 24 x 3 = 72 watts.
I = V / R gives you current from the two things you were handed. Once you have current, P = V x I gives you power without measuring anything else. Every formula on the wheel is the same three relationships rearranged.
No card. No account needed to start. Score by topic against the 70% mark.
Written from the owner's poster for this lesson. Nothing added beyond what the poster states.
Written for Texas apprentices as free study material. The Texas apprentice licence is an application, not an exam (Occupations Code 1305.161), and nothing here counts as apprenticeship hours or continuing-education credit. VoltMark is not affiliated with, endorsed by, or sponsored by NFPA, PSI, TDLR, or any state or local licensing authority. Always follow your employer's safety programme and your supervising electrician.

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