Electric Power Transmission
We get our electricity at our home from a power station. The power station is usually very far from our house. The electricity is carried to our house by cables that can be hundreds of kilometres long. Cables have resistance, and a lot of energy would be wasted for the current to overcome this resistance.
There is a way to reduce this loss of energy to a very small amount. It is to use a transformer to step up the voltage to a very high value before sending the current through the cables.
The reason this works is because when the voltage becomes very high,
the current becomes very small. Much less energy is needed to
overcome the same resistance if the current is small. To
understand how this works, lets look at a transformer.
If current is small, less energy is lost through resistance in the long cables. This is because the rate of energy loss = current2 x resistance, or P = I2R. Note that the P here is different from the power going into the secondary coil (P = VI above). Of the power (VI) that goes into the secondary coil, a small amount (I2R) is lost as heat through the cable resistance R.
When the cables reach our house, the electricity cannot come into our house directly because the voltage is too high. It must first go to another transformer near our house to step down the voltage. This transformer would have fewer turns in the secondary coil than the primary coil. After the voltage is reduced to 100 or 240 V, depending on which country you live in, the electricity then goes into our house.