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alexander schneider

alexander s.

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5. A 1 kg ball with a speed of 4.5 m/s strikes a 2 kg stationary ball. If the collision is perfectly inelastic collision, (a) what are the speeds of the balls after the collision? (b) What percentage of the initial kinetic energy do they lose after the collision? (c) What is the total momentum before and after the collision? (Ans. 1.5 m/s, 67%, 4.5 kg m/s)

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Under the reasonable dynamic assumptions discussed in the text, a monetary contraction should result inA) an immediate rise in the interest rate, and no further interest rate changes.B) an immediate rise in the interest rate, and then a fall in the interest rate over time.C) an immediate rise in the interest rate, and then a further rise over time.D) a very gradual but steady rise in the interest rate to its new equilibrium level.E) no change in the interest rate initially, and then a sudden rise to its new equilibrium value. Answer:

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The data set below shows a sample of salaries for 39 engineers employed by the Solnar Company along with each engineer's years of experience. Engineer Salaries and Years of Experience at Solnar Company (n = 39) Salaries ($) Years YearsSq 50,000 1 1 54,000 1 1 52,000 1 1 ... 134,000 32 1,023 118,000 34 1,156 134,000 35 1,225

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Given figure below (also on page 413) with the binary input set to 0111, what is the output voltage? NOTES: 1.) R = 10K ohms (Rail resistance); 2R = 20K ohms (rung resistance); the feedback resistor ($R_F$) on the Op-Amp = 10K ohms. 2.) $V_{Ref}$ = 10V

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3. Use mathematical induction to prove that \frac{1}{1 \cdot 2} + \frac{1}{2 \cdot 3} + \dots + \frac{1}{n(n+1)} = 1 - \frac{1}{n+1} for $n \ge 1$.

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Maxson, Inc.'s revenues are collected when they are earned and its operating expenses are paid when they are incurred. Which of the following summarizes the calculation of operating cash flows if the income tax rate is 30%? Revenues - operating expenses + income taxes = Operating cash flows Net income - income taxes + depreciation = Operating cash flows Net income - depreciation = Operating cash flows Revenues - operating expenses - income taxes + depreciation = Operating cash flows

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Long Answer (25 points) Four point charges are arranged at the corners of a square of side length a=15.0 cm as shown in the figure. a=15cm q? = +10 nC q? = +18 nC $\vec{F} = \vec{F}_1 + \vec{F}_2 + \vec{F}_3 + \vec{F}_4$ q? = -10 nC q? = +18 nC A. Determine the magnitude and direction (expressed as a field strength and angle) of the electrostatic force on a 5th charge with q? = +25 nC placed at the center of the square. B. Determine the amount of work necessary to move q? from infinitely far away to its position at the center of the square.

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Write a Verilog code to describe the 6-bit BCD to Binary converter. The converter depends on the table. 6-BIT CONVERTER MSD LSD SN54184 OR SN74184 Y5 Y4 E2 Y2 Y1 6-BIT BINARY OUTPUT FUNCTION TABLE BCD-TO-BINARY CONVERTER BCD WORDS E INPUTS OUTPUTS (See Note A) (See Note B D C B A 3 Y5 Y4 Y3 Y2 Y1 0-1 L L 2^3 L - 4-5 6-7 8-9 H 10-11 L H 12-13 14-15 H 16-17 H 18-19 H H 20-21 H L 22-23 24-25 26-27 28-29 H L H 30-31 H 22-22 H 34-35 36-37 H 38-39 H H H ANY X + - L - L L H H L H L T L H H L H H T H H - H H H H H H H H H X H= high level, L= low level, X= irrelevant NOTES: A. Input conditions other than those shown produce highs at outputs Y1 through Y5. B. Outputs Y6, Y7, and Y8 are not used for BCD-to-binary conversion.

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Marginal Utility Marginal Marginal Marginal Utility Soda Utility per Dollar Hamburgers Utility per Dollar (Bottles) (Utils) (Utils per dollar) (Utils) (Utils per dollar) 0 0 1 45 9 1 60 12 2 40 8 2 50 10 3 30 6 3 40 8 4 10 3 4 20 4 Marty is a rational consumer who wants to maximize his utility. When the price of a bottle of soda and a hamburger are each $5, he will choose to buy:

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Find the current, voltage drop, and power dissipation for each of resistor in the circuit. Make a table of all the answers. Don't forget to include units. 2A? 2? 1? 3? 4? Resistor Current Voltage Power Drop Dissipation 1? 2 ? 3 ? 4 ?

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