i. An electric current in conductors is due to the flow of
A metallic conductor has a large number of free electrons in it. These free electrons begin to drift from the low potential to the high potential region, when a potential difference is applied across the ends of a metallic wire. Thus, Current in a conductor is due to motion of the free electrons.
ii.What is the voltage across a 6 Ω resistor when 3A of current passes through its?
Given: Resistance (R) = 6 Ω Current ( I ) = 3 A To Find: Voltage V = ? Solution: V = I x R = 3 A x 6 Ω = 18 volts
iii.
What happens to the intensity or the brightness of the lamps connected in series as more and more lamps are added?
The networks of Resistances connected in Series can also be thought of as “voltage dividers”. So in this case the more the bulb connected in series divide the voltage and thus brightness or intensity of the bulb decreases.
iv. Why should household appliances be connected in parallel with the voltage source?
The advantage of home appliances connected in parallel network is that the Voltage across the each appliance remains the same i.e the voltage do not drop across the each appliance
v. Electric potential and e.m.f
Both are the same term having the same unit as Volt. The emf (electromotive force) is the potential difference between the terminals of a battery when the circuit is open i.e. no current is flowing. Potential difference is the voltage across the terminals of the battery when the current is being drawn from it to an external i.e. a Closed circuit.
vi. When we double the voltage in a simple electric circuit, we double the
Ohm's law formula V = IR ⇒ V ∝ I Since Resistance does not change with change in voltage. The change occurs only in the current. 2V makes 2I
vii. If we double both the current and the voltage in a circuit while keeping its resistance constant, the power: :
Formulas of Power, P = VI , P = I²R, P = V²/ R Here we will use P=VI Replacing V with 2V and I with 2I ⇒ P= 2Vx 2I ⇒ P = 4 VI. Hence the power becomes four times
viii. What is the power rating of a lamp connected to a 12 V source when it carries a 2.5A?
Given : V = 12 V Current = 2.5 A To Find : Power of Lamp P = ? Solution: Her the formula for Power P = VI ⇒ P = 12 × 2.5 ⇒ P = 30 watt
ix.. The combined resistance of two identical resistors, connected in series is 8Ω. Their combined resistance in a parallel arrangement will be:
Given: Req (for Series network) = 8 Ω . To Find: First we will find the value of each resister R1=R2=R=? then Req (for parallel network) = ? Solution: Formula of Series network Req (Series) = R1 + R2 (as R1=R2=R identical resisters) ⇒ Req (Series) = R + R = 2R ⇒ R = Req (Series) / 2 = 8 /2 = 4 Ω ⇒ Now for Parallel network 1 / Req = 1/R1 + 1/R2 ⇒ 1 / Req = 1/R + 1/R (as R1=R2=R identical resisters) ⇒ 1 / Req = 2 /R ⇒ 1 / Req = 2 / 4 (putting R=4 Ω) ⇒ 1 / Req = 1/2 ⇒ Req (for Parallel resisters network) = 2 Ω
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