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Electrical Energy, Voltage, Current, and Time Relationship
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Electrical Energy, Voltage, Current, and Time Relationship

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Questions and Answers

What is the relationship between electrical energy (E), voltage (V), current (I), and time (t)?

  • E = I/Vt
  • E = VIt (correct)
  • E = VI/t
  • E = V/tI
  • What is the unit of electrical energy (E)?

  • Coulomb
  • Volt
  • Joule (correct)
  • Ampere
  • What is the condition for 1 joule of electrical energy to be used?

  • 1 A of current flows through a device with a potential difference of 1 V for 1 s (correct)
  • 1 A of current flows through a device with a potential difference of 0.5 V for 2 s
  • 2 A of current flows through a device with a potential difference of 1 V for 2 s
  • 2 A of current flows through a device with a potential difference of 0.5 V for 1 s
  • How is the amount of charge (Q) related to current (I) and time (t)?

    <p>Q = It</p> Signup and view all the answers

    What is the formula for potential difference (V) in terms of electrical energy (E) and charge (Q)?

    <p>V = E/Q</p> Signup and view all the answers

    Study Notes

    The Relationship between Electrical Energy, Voltage, Current, and Time

    • The formula for potential difference is V = E/Q, where V is the potential difference, E is the electrical energy, and Q is the amount of charge flowing.
    • Electrical energy (E) can be expressed as E = VQ.
    • The amount of charge flowing (Q) is equal to the product of current (I) and time (t), denoted as Q = It.
    • Therefore, the relationship between electrical energy (E), voltage (V), current (I), and time (t) can be formulated as E = VIt.
    • The S.I. unit for electrical energy (E) is the joule (J).
    • 1 joule (J) is the electrical energy used when 1 ampere (A) of current flows through an electrical device with a potential difference of 1 volt (V) across it for 1 second (s).

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    Understanding the relationship between electrical energy, voltage, current, and time based on the formula for potential difference and electric charge.

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