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eric hensley

eric h.

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What is the following instruction an example of? LUCY: JNB RI,LUCY

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Find the limit L for the given function f, the point x0, and the positive number ɛ. Then find a number 8 > 0 such that, for all x, 0lx-x01 < 6 - 1 f(x) - LI < ε. 7) f(x) = 46-2x, x0 = 5, ε = 0.4 7)

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Question 6 2 pts The resolution of a lens refers to the distance the light can travel or how large the specimen looks under the lens. True False

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Which of the following describes the synergistic effects of hormones? Question 20Answer a. The combined effect of hormones is greater than the additive b. One hormone is needed to enhance the responsiveness of an organ to a second hormone c. The two hormones have no effect alone d. Insulin and glucagon regulation of blood glucose concentration

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Chapter 15 Assignment Check my work mode: This shows what is correct or incorrect for the work you have completed so far. It does not indicate completion 6 Use the following amortization chart Selling price of home Down payment 3.57 points $\ 74,000 $\ 5,000 Principal (Loan) $\ 69,000 Rate of Interest Years Payment per $\ 1,000 5\% 30 $\ 5.37 Monthly mortgage payment $\ 370.53 Assume the interest rate rises to 6.5%. What is the total cost of interest with the new interest rate? (Use Table 15.1) (Do not round intermediate calculations. Round your final answer to the nearest cent.) Answer is complete but not entirely correct. Total cost of interest $\ 78.00

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Derive an expression for the temperature at the center of a sphere having a thermal conductivity k, radius r0, and uniform heat source, with the surface temperature fixed at To.

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Part A: Consider an economy with the following data: $C = 100$, $I = 50$, $G = 150$, $T = 200$, $d = 5$, $b = .75$, $\lambda = .75$, $\tau = 1$. 1. Derive an expression for the IS and MP curves. 2. Consider now two values of inflation: $\pi = 1$ and $\pi = 2$. Find the corresponding equilibrium interest rate and output. 3. Plot the IS and MP curves and clearly label the two points found in 2. Use these two points as we did in class to show how you can graphically derive the AD curve form the IS and MP curves. You are not required to explicitly compute the AD curve expression.

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(2) (6 points) Water flows from a large closed tank through the pipe system. The pump adds 10 kW to the water. The pipe diameter is $D = 125 mm$, and relative roughness is $\epsilon/D = 0.002$. Minor losses are due to two elbows and an open valve with loss coefficients $K_{elbow} = 0.5$, and $K_{valve} = 2$. Given $h = 10 m$, $H = 17 m$, $L_1 = 40 m$, $L_2 = 20 m$, $L_3 = 20 m$, $\rho = 999 kg/m^3$, and $\nu = 1.12 \times 10^{-6} m^2/s$. Note that the total pipe length is $l = L_1 + L_2 + H + L_3$. We want the flow rate to be $0.06 m^3/s$. Assuming steady flow, determine: (a) The air pressure $p_1$ at the water surface in the closed tank; the tank is assumed to be very large. (b) The pressure head (m) in the pipe at section B just before the pump.

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3. Consider two countries, Benin and the United Kingdom, whose demographic statistics at the end of 2018 were as shown in the table below. \begin{tabular}{|l|l|l|l|l|} \hline & Population & Births & Deaths & Net Migration \\ \hline Benin & 11,340,000 & 391,200 & 87,300 & 0 \\ United Kingdom & 65,105,000 & 781,300 & 612,000 & 163,800 \\ \hline \end{tabular}

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Write the following dates using the Mayan Long Count calendar. Make sure to show your solution. a. November 17, 2018 b. July 29, 2016 c. December 2, 2013

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