If the output of a 2 input NOR gate is fed as both inputs A and B to another NOR gate, write down a truth table to find the final output, for all combinations of A, B.
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If the output of a 2 input NOR gate is fed as both inputs A and B to another NOR gate, write down a truth table to find the final output, for all combinations of A, B.
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- Examine the circuit shown below in part (a). Determine dI/dt at the instant after the switch is thrown in the circuit of (a), thereby producing the circuit of (b). Show that if I were to continue to increase at this initial rate, it would reach its maximum ε/R in one time constant.Problem 8: A capacitor of capacitance C-10 uF has been charged so that the potential difference between its plates is Vo 380 V. The capacitor is then connected to a resistor of resistance R-6.5 k2. The switch S is closed, and the capacitor begins to discharge Randomized Variables Vo 380 V l- ©theexpertta.com Δ Part (a) Calculate the time constant of the circuit in seconds. tan() cos0) cotanasin) acos(0 atan() acotan sinh() cosh)tanh cotanh) O Degrees O Radians sin HOME 4 5 6 0 BACKSPACE CLEAR Submit Hint I give up! Hints: 1%, deduction per hint. Hints remaining: 2 Feedback: 1% deduction per feedback. a Part (b) Calculate the charge Qo on the capacitor before the switch is closed, in coulombs. Part (c) Calculate the current Io immediately after the switch is closed, in amperes. . Part (d) Calculate the potential difference VC in volts between the capacitor plates at time t - 5.0 ms after the switch is closed A Part (e) Calculate the time T in s after which the charge on the capacitor…If a spherical capatictor, filled with Mica, is in a connected series with a resistor of 600kohms and a DC power source that has a max voltage of 30V, what would be the current in the RC circuit at 6ms. Given: inner radius = 20cm, outer radius = 20.01cm, and assume the capacitor is initially uncharged.
- Q4Let us we consider two resistors in series, both with the same dimensions, and the same effective mass. The first resistor has a scattering rate t, and the second has a scattering rate of t71. They both have area A and length L and the same charge density and effective masses. (i) Calculate the total resistance, then by treating the total resistance of the circuit as a resistor of length L, area A, show that the total scattering rate for the combined circuit, t' can be written as t, = t1 +t7. If t1=100 Terahertz, and t,1=AT where A=0.3 Terahertz/Kelvin and T is the temperature, assuming that n, e and m* remain constant, sketch the dependence of the conductivity on the temperature. If the fermi energy is 12 eV and the effective mass is 0.4me what is the conductivity at room temperature (303 K)? (ii) (iii)