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taylor roberts

taylor r.

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Two springs, each with spring constant k, are attached end to end in a series fashion. A second pair of identical springs are also attached in series fashion. Then the pair of series attached springs are attached in parallel to each other. What is the effective spring constant of the resulting combination of springs?

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13 V 1? 10 ? 4 ? 6 ?F Find the charge on the 6 ?F capacitor. Answer in units of ?C.

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The Japanese build an auto plant in Quebec for $, using only local labour and materials. (Hint: The auto plant is a capital good produced by Canadians and purchased by the Japanese.) Determine the contribution to the current year's GDP. Assume that any intermediate goods or services used to build the auto plant are produced this year. Using the expenditure approach, this transaction would be recorded as A. $ in some combination of wages paid to Canadian workers, taxes paid to the Canadian government, and after-tax profits of Canadian firms involved in the construction. B. a $ increase in investment. C. no change in GDP since the production of the plant is a transfer to the Japanese owners. D. a $ increase in net exports. E. a $ increase in production of capital goods. Part 2

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A 6.5 m ladder is leaning against a house when its base starts to slide away. By the time the base is 5.2 m from the house, the base is moving away at the rate of 11.7 m/s. a. What is the rate of change of the height of the top of the ladder? b. At what rate is the area of the triangle formed by the ladder, wall, and ground changing then? c. At what rate is the angle between the ladder and the ground changing then? a. The rate of change of the height of the top of the ladder is m/s. (Simplify your answer.)

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2. The switch in Fig. 2 has been in position a for a long time. At $t = 0$, it moves to position b. Calculate $i(t)$ for all $t > 0$. (5 pts) $a$ $t = 0$ 6 ? b 36 V + 18 V ± i 3 ? 0.25 F Fig. 2. Circuit for Question 2.

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21.2-1. Dimensional Analysis in Mass Transfer. A fluid is flowing in a vertical pipe and mass transfer is occurring from the pipe wall to the fluid. Relate the convective mass-transfer coefficient $k_c$ to the variables $D$, $\rho$, $\mu$, $v$, $D_{AB}$, $g$, and $\Delta \rho$, where $D$ is pipe diameter, $L$ is pipe length, and $\Delta \rho$ is the density difference.\nAns. $\frac{k_c D}{D_{AB}} = f \left( \frac{gL^2 \rho \Delta \rho}{\mu^2}, \frac{D \mu}{\rho D_{AB}} \right)$

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If a firm's market to book ratio is 4 times, it means that the investor thinks that the firm's assets are overvalued the investor thinks that the firm's future performance is poor the investor is willing to pay 4 times the firm's earnings the investor thinks that the firm's assets are undervalued

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Calculate the test-statistic, $t$ with the following information. $n_1 = 50$, $ar{x}_1 = 2.61$, $s_1 = 0.8$ $n_2 = 30$, $ar{x}_2 = 2.83$, $s_2 = 0.39$ Rounded to 2 decimal places.

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2. (30 points) A long cylindrical wire of radius R carries the uniform current density $\vec{j} = j_0 \hat{z}$. Integrate $\nabla \times \vec{A} = \mu_0 \vec{j}$ to find $\vec{A}$ in cylindrical coordinates and use it to calculate $\vec{B}$ for $\rho < R$ and $\rho > R$.

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PROBLEM: Given Evaluation of a Complex Function via Vectors F(s) = \frac{(s+1)}{s(s+2)} find F(s) at the point s = -3 + j4.

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