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Box 1 has a mass M and I push it with a force F. Box 2 has 1/8 the mass of box 1 and I push box 2 with 2 times the force. How does the acceleration of box 2, a2, compare to the acceleration of box 1, a1? a2 = (1/4)a1 a2 = (16)a1 a2 = (2)a1 a2= (1/16)a1

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Cosy and Co. produces and sells vases for $100. The company has the capacity to produce 50,000 vases each period. At capacity, the costs assigned to each unit are as follows: Direct Materials cost $ 45 Direct Labor costs $ 15 Facility level costs $ 5 The company has received a special order for 500 vases. If this order is accepted, the company will have to spend $15,000 on additional costs. Assuming that no sales to regular customers will be lost if the order is accepted, at what selling price will the company be indifferent between accepting and rejecting the special order?

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How do you think advancements in healthcare technology could further support nurses in improving medication safety and patient education? give contribution and ask a question

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When price level in the United States rises, a. the French, Canadians, and Japanese would find our exports more attractive. b. producers' demand for new machinery increases, contributing to an increase in aggregate demand. c. there is an increased demand for borrowed money. d. Americans tend to buy more foreign goods and services.

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8. In the linear model, E(X?* u?) = A) 0. B) $\sigma^2 / 2$. C) $\sigma^2$. D) None of the above.

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5-17 $V(s) = \frac{5s + 22}{s^2 + 4s + 13}$ 5-18 $I(s) = \frac{4s - 3}{s^2 + 6s + 25}$ 5-19 $F(s) = 3 + \frac{4}{s^2}$ 5-20 $V(s) = \frac{30}{(s + 2)^4}$

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Flow over a curved surface is found to have the following velocity and temperature profiles: $u(y) = Ay + By^3$ $T(y) = C + Dy - Ey^4$ where A-E are constant coefficients. If the incoming flow has properties $T_\infty$ and $U_\infty$, find the shear stress at the wall, and the convection coefficient, $h$ in terms of the given properties and coefficients.

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QUESTION 8 "What is the Portfolio Beta if you hold positions in the following stocks displayed in this format (Current price per share, # of shares in our portfolio, Beta for each stock) (FIN340 Company $39.80, 625 shares, 0.60 Beta); (ABC Company $46.25, 200 shares, 1.60 Beta); (DEF Company $31.60, 225 shares, 0.80 Beta); and (XYZ Company $54.25, 325 shares, 1.25 Beta);" 1.01 0.87 0.98 0.93 1.06 1.04 Insufficient data provided to calculate this statistic QUESTION 9 "The FIN340 Company stock price was $47.45 per share as of January 1st of this year; During the past year, it paid a dividend per share of $1.28; It is now December 31st of the same year and the stock price is currently $36.25; If you owned 1,000 shares of FIN340 Company stock, what was your % return over the past year?" -23.60% 2.70% -27.37% 30.90% 23.60% Insufficient data provided to calculate -20.91% QUESTION 10 "Our company is evaluating a project with the projected future annual cash flows shown as follows and an appropriate cost of capital of 14.0%: Click Save and Submit to save and submit. Click Save All Answers to save all answers. Save

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QUESTION 5 5 points Save Answ An economy has full-employment output of 875. Government purchases are 70. Desired consumption and desired investment are given by Cd=262-200r 0.4Y pd=265-250r where Y is output and r is the expected real interest rate. Find the desired saving function with respect to the real interest rate. Use all given information. Show all work to derive sd QUESTION 6 6 points Use the desired saving function you get in Question 5. Find the real interest Save Answer rate that clears the goods market, r*. Calculate the amount of saving, investment in the equilibrium. (Show r* in percentage. Enter only number, not comma or $ sign) Answer : r* = sd = Id = % QUESTION 7 6 points Save Answer Use the information and the desired saving function you get in Question 5 and answers in Question 6. Graph the desired saving curve, the desired investment curve. Mark the real interest rate, saving and investment in equilibrium, label y-axis and x-axis clearly.

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Question 4 The voltage in the bulb depends on the time $t$ according to the relation $V = (300\text{ V})\sin((345\text{ Hz})t)$. What is the rms value of the voltage? $\circ$ 212 V $\circ$ 170 V $\circ$ 60.0 V $\circ$ 120 V $\circ$ 240 V $\circ$ 187 V

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