Kirchhoff Current Law
It states that the sum of outgoing current at any node is equal to the sum of incoming current.
Outgoing current = Incoming current
In the Example below Incoming Current i.e. I1+I2+I3 is equal to outgoing current I4
I1+I2+I3-I4 = 0 or I1+I2+I3 = I4
Kirchoff Voltage Law
It states that the algebraic sum of all the voltage across a closed circuit is equal to zero.
From the Example below it is clear that
V = V1 + V2 Or V = IR1+ IR2 or V-V1-V2 = 0
|In Series||In Parallel|
|Current remains the same||Voltage remains the same|
|Voltage Divides||Current Divides|