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A network N is to be connected to a load of 500 ohms. If the Thevenin’s equivalent voltage and Norton’s equivalent current of N are 5 volts and 10 mA respectively, the current through the load will be
  • a)
    2.5 mA    
  • b)
    1 mA
  • c)
    10 mA    
  • d)
    5 mA
Correct answer is option 'D'. Can you explain this answer?
Verified Answer
A network N is to be connected to a load of 500 ohms. If the Thevenin&...
Given, 
∴ 
= 500 Ω

Hence, the current through the load is

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Most Upvoted Answer
A network N is to be connected to a load of 500 ohms. If the Thevenin&...
Equivalent voltage of the network is 10 volts, the Thevenin equivalent resistance is 100 ohms, and the current flowing through the network is 0.05 amps, we can calculate the power delivered to the load using the formula:

Power = (V^2) / R

where V is the voltage across the load (which is equal to the Thevenin equivalent voltage) and R is the resistance of the load.

In this case, V = 10 volts and R = 500 ohms.

Power = (10^2) / 500
Power = 100 / 500
Power = 0.2 watts

So, the power delivered to the load is 0.2 watts.
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A network N is to be connected to a load of 500 ohms. If the Thevenin’s equivalent voltage and Norton’s equivalent current of N are 5 volts and 10 mA respectively, the current through the load will bea)2.5 mA b)1 mAc)10 mA d)5 mACorrect answer is option 'D'. Can you explain this answer?
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