All About Circuits

Basic Electricity

Ohm’s Law Practice Worksheet With Answers


23 questions By Tony R. Kuphaldt

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  • Question 7 of 23


    ∫f(x) dx Calculus alert!




    Plot the relationships between voltage and current for resistors of three different values (1 Ω, 2 Ω, and 3 Ω), all on the same graph:





    What pattern do you see represented by your three plots? What relationship is there between the amount of resistance and the nature of the voltage/current function as it appears on the graph?

    Advanced question: in calculus, the instantaneous rate-of-change of an (x,y) function is expressed through the use of the derivative notation: [dy/dx]. How would the derivative for each of these three plots be properly expressed using calculus notation? Explain how the derivatives of these functions relate to real electrical quantities.

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  • Question 8 of 23

    What is the value of this resistor, in ohms (Ω)?




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  • Question 9 of 23

    A common saying about electricity is that it always takes the path of least resistance.” Explain how this proverb relates to the following circuit, where electric current from the battery encounters two alternate paths, one being less resistive than the other:




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