If the present voltage output of a rectifier doubles while all else remains constant, what is the new current output?

To determine the new current output when the voltage doubles, we can apply Ohm's Law, which states that current (I) is equal to voltage (V) divided by resistance (R):

[ I = \frac{V}{R} ]

If the voltage doubles and all other factors remain constant (including resistance), the new current output can be calculated by substituting the doubled voltage into the equation.

Assuming that the initial voltage leads to a certain current output, when the voltage increases, the current should correspondingly increase based on the same resistance value.

For instance, if the original voltage was a certain value and produced a known current value, doubling that voltage will give a new current which, if calculated using the original current value and proportional relationships, leads us to the new output based on Ohm's Law.

In options provided, B (6.04A) reflects this increase in current output resulting from the doubling of voltage under constant resistance conditions, which can be recognized in the context of the linear relationship described by Ohm's Law. Thus, choice B best represents the new current output when the voltage output doubles.