Adiode, a resistor, and a battery are connected in a series circuit. the diode is at a temperature for which kbt = 25.0 mev, and the saturation value i0 of the current is i0 = 1.00 mu a. the resistance of the resistor is r = 745 q., and the battery maintains a constant potential difference of epsilon = 2.42 v between its terminals. epsilon - delta v = i0r(ee delta v/kbt - 1) where delta v is the voltage across the diode. to solve this transcendental equation for the voltage delta v, graph the left-hand side of the above equation and the right-hand side as functions of delta v and find the value of delta v at which the curves cross. your response differs significantly from the correct answer. rework your solution from the beginning and check each step carefully. v find the current i in the circuit. ma find the ohmic resistance of the diode, defined as the ratio delat v/ i, at the voltage in part (b). ohm find the dynamic resistance of the diode, which is defined as the derivative d( delta v)/di, at the voltage in part (b). ohm