The turns ratio of a 3-phase transformer is 115 to 1; with a 13.8 kV primary, what is the approximate secondary voltage?

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Multiple Choice

The turns ratio of a 3-phase transformer is 115 to 1; with a 13.8 kV primary, what is the approximate secondary voltage?

Explanation:
The voltage scales with the turns ratio. If the transformer has a primary-to-secondary ratio of 115:1, the secondary voltage is the primary voltage divided by 115. Convert 13.8 kV to volts: 13,800 V. Then 13,800 ÷ 115 = 120 V. So the approximate secondary voltage is 120 volts. In a three-phase setup, this same ratio applies to the line voltages, so the result is consistent with common distribution step-downs.

The voltage scales with the turns ratio. If the transformer has a primary-to-secondary ratio of 115:1, the secondary voltage is the primary voltage divided by 115.

Convert 13.8 kV to volts: 13,800 V. Then 13,800 ÷ 115 = 120 V.

So the approximate secondary voltage is 120 volts. In a three-phase setup, this same ratio applies to the line voltages, so the result is consistent with common distribution step-downs.

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