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Let us first understand what the first and second laws of Kirchoff are.
Kirchhoffbs First Law conditions that The sum of currents entering a junction is equal to the sum of currents leaving the junction or nodes.
The derivation of the concept depends on the conservation of charge. This law also justifies the fact that the current keeps on flowing from one branch to another and does not accumulate anywhere.
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The sum of voltages or changes in voltage across all the circuit elements when transversing in a single direction is zero.
The derivation of law is based on the concept of conservation of energy. It states that the energy gains and losses for the charge q travelling in the circuit are zero.
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Kirchhoffbs first and second law is famous, but the writers in our team can offer support to solve the assignments for the third and fourth law as well.
These laws help calculate the instantaneous branch current and branch voltage, while KCL and KVL are only useful for loops.
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Question 1: What is the difference between Kirchoffbs first and second laws?
Answer:Kirchoffbs first law details the conservation of charge while the second law is all about the conservation of energy.
Question 2: What is the KCL equation? Can you provide Kirchoffbs law assignment help for the same?
Answer:According to Kirchoffbs Current Law or KCL, the total current entering the circuit is equivalent to the leaving current.
We can also roundabout that the value of the total current that is the current entering the circuit, and that leaving the circuit is zero.
If we consider
Then,
a+b+c+d= e+f
The equation is simple, but it might be quite tricky to know the entering and leaving current. So, you can hire the best physics experts from our team for Assignment Help. We can solve even the most complicated problems for you with ease.
Question 3: How to decide on using KCL and KVL to get the correct answer for numerical?
Answer:A short trick to decide on whether to use KCL or KVL is, you must use KCL where there are more nodes, and KVL gives you the right answer in case of a higher number of loops.
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