11.5 Capacitors and Capacitance

Cards (46)

  • What is capacitance a measure of?
    Ability to store charge
  • Order the relationships between capacitance and its factors:
    1️⃣ Area of plates (A) - Directly proportional
    2️⃣ Distance between plates (d) - Inversely proportional
    3️⃣ Type of insulator (ε) - Directly proportional
  • Capacitors store electrical charge by accumulating it on their plates
  • What is capacitance a measure of?
    Ability to store charge
  • What type of capacitor has the highest capacitance?
    Large plates, close together
  • A capacitor stores energy in the form of an electric field.
  • What is the unit of charge?
    Coulomb
  • Capacitance is measured in Farads.
    True
  • What is the formula for total capacitance in a series combination?
    C_{eq} = \frac{1}{\frac{1}{C_{1}} + \frac{1}{C_{2}} + \ldots + \frac{1}{C_{n}}}</latex>
  • What is the equivalent capacitance of two capacitors in series with values 2F and 3F?
    1.2 F1.2 \text{ F}
  • How much energy is stored in a 10 μF capacitor charged to 100 V?
    0.05 J0.05 \text{ J}
  • What is the time constant of an RC circuit with R = 1000 Ω and C = 10 μF?
    0.01 s0.01 \text{ s}
  • Capacitors store energy in the form of an electric field between conductors.
    True
  • The capacitance of a capacitor depends on the area of the plates, the distance between them, and the type of insulator
  • What is the relationship between capacitance and the area of the plates?
    Directly proportional
  • The type of insulator material between the plates affects the capacitance.
  • What is a capacitor primarily used for?
    Storing electrical charge
  • What is the unit of capacitance?
    Farad
  • The capacitance of a capacitor is defined by the ratio of the amount of charge stored to the applied voltage
  • A higher capacitance allows more charge to be stored at a given voltage.

    True
  • In a series combination, the charge is the same across each capacitor
  • The energy stored in a capacitor increases with both capacitance and voltage.

    True
  • During charging, the current in an RC circuit decreases exponentially towards zero.

    True
  • A capacitor stores electrical charge and energy in an electrical field
  • Match the variable with its unit and explanation:
    Charge (Q) ↔️ Coulomb (C) - The amount of electrical charge stored on the capacitor's plates.
    Voltage (V) ↔️ Volt (V) - The potential difference across the capacitor's plates.
    Capacitance (C) ↔️ Farad (F) - A measure of the capacitor's ability to store charge.
  • A capacitor with larger plates has a lower capacitance than one with smaller plates.
    False
  • The closer the plates of a capacitor, the greater the capacitance.

    True
  • How does the distance between the plates affect capacitance?
    Inversely proportional
  • Match the variable with its unit and description:
    Capacitance ↔️ Farad (F) ||| Charge stored per volt
    Charge ↔️ Coulomb (C) ||| Electrical charge stored
    Voltage ↔️ Volt (V) ||| Potential difference
  • A capacitor with a high dielectric material has a lower capacitance.
    False
  • What is the formula for capacitance?
    C=C =QV \frac{Q}{V}
  • The potential difference across a capacitor's plates is measured in Volts
  • The voltage is the same across each capacitor in a parallel combination.

    True
  • The energy stored in a capacitor is measured in Joules
  • During charging, the voltage across a capacitor in an RC circuit increases exponentially towards the source voltage
  • The formula for capacitance is C=C =QV \frac{Q}{V}, where C is capacitance, Q is charge, and V is voltage
  • What type of insulator will increase the capacitance of a capacitor?
    High dielectric material
  • Match the variable with its unit and explanation:
    Charge (Q) ↔️ Coulomb (C) - The amount of electrical charge stored on the capacitor's plates.
    Voltage (V) ↔️ Volt (V) - The potential difference across the capacitor's plates.
    Capacitance (C) ↔️ Farad (F) - A measure of the capacitor's ability to store charge.
  • The capacitance of a capacitor increases with the area of its plates.

    True
  • The formula for capacitance is C=C =QV \frac{Q}{V}.

    True