Question
Step $-$ down transformers are used to decrease or step $-$ down voltages. These are used when voltages need to be lowered for use in homes and factories. A small town with a demand of $800kW$ of electric power at $220V$ is situated $15\ km$ away from an electric plant generating power at $440V$. The resistance of the two wire line carrying power is $0.5Q$ per $\ km$. The town gets power from the line through a $4000 - 220V$ step $-$ down transformer at a sub $-$ station in the town.
- The value of total resistance of the wires is:
- $25\Omega$
- $30\Omega$
- $35\Omega$
- $15\Omega$
- The line power loss in the form of heat is:
- $550kW$
- $650kW$
- $600kW$
- $700kW$
- How much power must the plant supply, assuming there is negligible power loss due to leakage?
- $600kW$
- $1600kW$
- $500W$
- $1400kW$
- The voltage drop in the power line is:
- $1700V$
- $3000V$
- $2000V$
- $2800V$
- The total value of voltage transmitted from the plant is:
- $500V$
- $4000V$
- $3000V$
- $7000V$


