What is the maximum power output capable of being supplied by the generator?

Prepare for your Academic Block 2 – Systems 1 (SY190), UPT 2.5 Test with comprehensive flashcards and multiple-choice questions. Get equipped with hints and explanations to ace your exam effortlessly!

The maximum power output of a generator can be calculated by multiplying the voltage by the current (in amps). In this case, the first option provides 28 VDC and 300 amps.

To find the power output, you would perform the following calculation:

Power (Watts) = Voltage (Volts) × Current (Amps)

= 28 V × 300 A

= 8400 Watts.

This demonstrates that the generator is capable of providing a significant amount of power. The voltage and current specifications align well with common operational capabilities of generators, making this output a credible maximum for practical scenarios.

When other options are considered, they present different voltages and currents, affecting the total power output. The combination of voltage and current in the correct answer yields the highest power output of the choices given, confirming it as the maximum power output that the generator can supply.

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