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Consider the bipolar op-amp circuit in Figure P13.70. Design the circuit such that the differential gain is at least 800, and the output voltage is zero when the input voltages are zero. The transistor current gains are 120 for all transistors, and the base-emitter voltages are 0.6 V, where appropriate.
The address field of the instruction (stored at W + 1) is designated by the symbol Y. The operand used during the execution of the instruction is stored at the effective address symbolized by Z. An index register contains the value X.
find the motor current.
Compare the equivalent and nominal π-model for the line; At the full load the line delivers 800 MW at 0.9 leading power factor and at 480 kV to the receiving end load. Calculate voltage regulation and efficiency of the line
In Chapter 3, we showed how to perform multiplication of unsigned integers by addition of partial products. Construct a multiplier for two 16-bit operands containing just one adder that adds successive partial products over successive clock cycles..
What is the rate at which the electric field between the plates is changing?
(a) Implement a 4-bit ripple carry adder, (b) a 4-bit carrylookahead adder, (c) compare the cost of these twoimplementations, and (d) compare the processing speed of these twoimplementations.
Design a circuit to hold the lightsfor the indicated time. To help in the solution draw a blockdiagram of the problem, then a circuit diagram, then the requiredcalculations and values for all the circuit elements and finally the results to support..
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The open-loop response of an uncompensated op-amp. Compensation is to be applied to the amplifier to make it unconditionally stable. Estimate the frequency at which the breakpoint of the compensated response must occur.
A 4800 bps data transmission device has a bit error rate of 10-6 normally. During a test period, it works at normal conditions except that a 1000ms impulse saturates the channel and all data is lost. Calculate the average bit error rate within the..
Design a circuit that generates the 9's complement of a BCD digit. Note that the 9's complement of d is 9-d.
A system has the transfer function: g(s)=7(9) / s(s^2 +(7+9) s + 7(9) a). write this transfer function in polynomial form and pole-zero form.
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