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Figure P7.87 shows the functional diagram of an electronic die that can be used in games of chance. The system contains a high speed clock, a push-button momentary contact switch that returns to the upper (logic 1) position when released, and a counter that counts through the cycle of states: 001, 010, 011, 100, 101, 110 (i.e., the binary equivalents of the number of spots on the various sides of the die). Q3 is the most significant bit (MSB), and Q1 is the least significant bit (LSB). The system has a display consisting of seven light-emitting diodes (LED), each of which lights when logic 1 is applied to it. The encoder is a combinatorial logic circuit that translates the state of the counter into the logic signals needed by the display. Each time the switch is depressed, the counter operates, stopping in a random state when the switch is released.
a. Use JK flip- flops having asynchronous preset and clear inputs to draw the detailed diagram of the counter.
b. Design the encoder, using Karnaugh maps to minimize the logic elements needed to produce each of the seven output signals.
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Suppose that a finite-length sequence x[n] has the N-point DFT X [k], and suppose that the sequence satisfies the symmetry condition x[n] = - x[((n + N/2)) N], 0 = n = N - 1, where N is even and x [n] is complex.
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Car manufacturer claims that its vehicles average at least 30 miles per gallon.,
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(a) Derive the formulas for the optimum powers P1, P2, and P3 allocated to the three sub channels of frequency bands (0, W1), (W1, W2), and (W2, W). (b) Given that the total transmit power P = 10, l1 = 2/3 and l2 = 1/3, calculate the corresponding..
(a) The mass flow rate of isobutane in the binary cycle, (b) The net power outputs of both the flashing and the binary sections of the plant, and (c) The thermal efficiencies of the binary cycle and the combined plant.
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