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9.1 A simplified diagram of a DC electric motor is shown below - NSC Physical Sciences - Question 9 - 2023 - Paper 1

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9.1 A simplified diagram of a DC electric motor is shown below. 9.1.1 Write down the name of component A. 9.1.2 State the energy conversion that takes place in th... show full transcript

Worked Solution & Example Answer:9.1 A simplified diagram of a DC electric motor is shown below - NSC Physical Sciences - Question 9 - 2023 - Paper 1

Step 1

9.1.1 Write down the name of component A.

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Answer

Component A is the commutator. It is responsible for reversing the direction of current in the coil, allowing it to rotate continuously.

Step 2

9.1.2 State the energy conversion that takes place in the motor.

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Answer

The motor converts electrical energy into mechanical energy, enabling rotational motion.

Step 3

9.1.3 In which direction will the coil rotate? Choose from CLOCKWISE or ANTICLOCKWISE.

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Answer

The coil will rotate CLOCKWISE if the current flows in the specified direction.

Step 4

9.1.4 State TWO changes that can be made to the motor for the coil to rotate faster.

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Answer

  1. Increase the strength of the magnetic field by using stronger magnets or bringing magnets closer together.
  2. Increase the current by using a higher voltage power supply.

Step 5

9.2.1 Define the term root mean square current.

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Answer

Root mean square current (I_rms) is defined as the effective value of an alternating current (AC) that dissipates the same amount of energy in a resistor as an equivalent direct current (DC).

Step 6

9.2.2 When switch S1 is CLOSED and switch S2 is OPEN, the maximum current through the circuit is 3.6 A. Calculate the root mean square current in the circuit.

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Answer

To calculate the root mean square current, use the formula:

Irms=Imax2I_{rms} = \frac{I_{max}}{\sqrt{2}}

Substituting the given maximum current:

Irms=3.622.55 AI_{rms} = \frac{3.6}{\sqrt{2}} \approx 2.55 \text{ A}

Step 7

9.2.3 When S1 is OPEN and S2 is CLOSED, the root mean square current in the circuit is 2.62 A. Calculate the energy consumed by the toaster in two minutes.

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Answer

To calculate the energy consumed, use the formula:

W=P×tW = P \times t

Where Power (P) can be found using:

P=Irms2×RP = I_{rms}^2 \times R

Assuming the voltage is 220 V and using:

R=2202.6283.97 ohmsR = \frac{220}{2.62} \approx 83.97 \text{ ohms}

Calculating Power:

P=(2.62)2×83.97576.4extWP = (2.62)^2 \times 83.97 \approx 576.4 ext{ W}

Now, calculate energy for two minutes (120 seconds):

W=576.4×12069,168.48extJW = 576.4 \times 120 \approx 69,168.48 ext{ J}

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