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Repeat Problem 50 for a NAND gate.
Problem 50
A CMOS NOR gate drives a load capacitance of 20 fF. Suppose the input waveforms are as shown in Fig. 15.46, each having a frequency of ƒ1 = 500 MHz. Calculate the power
Fig. 15.46
dissipated by the gate. Neglect the crowbar current.
U(C,1-L)=4C2/3(1-L)1/3, where C is the amount of consumption and L is the number of hours worked. If the price for consumption is $9, the wage rate per hour is $6, initially the consumer had $162 and 24 hours as time endowment
A monopolist faces a demand curve given by: P = 105 - 3Q, where P is the price of the good and Q is the quantity demanded. The marginal cost of production is constant and is equal to $15. There are no fixed costs of production.
Suppose that there is an increase in the demand for personal computer systems. Explain the likely effects on marginal revenue product, marginal factor cost, and the number of workers hired by the firm.
Describe the difference between shareholders and stakeholders and discuss why differences play a central role in the corporate governance discussion
A loan of P0 which accrues an interest i per period is to be paid of with a uniform gradient annuity with initial payment A and gradient G over n periods. Thus, the change in the amount of principal is governed by Pn =Pn-1(1+i)-A0 -(n-1) G (1)
Suppose a firm produces widgets on two assembly lines and operates with the following Total Cost function: TC = 3x*2 + 6y*2 - xy Where x represents the number of widgets produced on one assembly line and y the production on the second.
what is central planning? Can central planning work? In the theory central planning is equivalent to markets but in practice it can not possibly work? What is meant by taut planning it can fully explain the problems of poor firm performance encoun..
Suppose a firm operates as a price taker in a perfectly competitive industry. The firm's TC function is given by TC = 10 +4Q +2Q2, so its Marginal Cost is MC = 4 +4Q. If the market price is P = $100, what is the maximum amount of profit
Use the graph function to map this indifference curve.
Given this, why might stock prices be a good predictor of recessions?
What are the consequences of wide fluctuations in exchange rates between currencies as in this case? How do these changes particularly impact a charitable organization?
Make sure that you distinguish between the short-run and the long-run effects. Draw a diagram to illustrate your conclusions.
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