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GlobalSystems would be indifferent between outsourcing and making the switches if the outsourcing cost was per switch. Therefore, Systems will only be willing to outsource if the outsourcing cost is per switch.

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A consumer buys only normal goods. What is the effect of a decrease in income on the consumer's budget line and the demand curve for a normal good? Question content area bottom Part 1 A decrease in income _______. A. shifts the budget line leftward and shifts the demand curve leftward B. decreases the slope of the budget line and creates a movement upward along the demand curve C. shifts the budget line leftward and creates a movement upward along the demand curve D. decreases the slope of the budget line and shifts the demand curve leftward

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Which of the following is not true about the parabola $f(x) = -6(x+4)^2$? Its vertex is $(-4,0)$ It is stretched by a factor of 6 It opens upwards It is horizontally translated left 4 units

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A horizontal "cold air blower" consists of a fan, a cooling coil and an exit nozzle as shown. The power of the fan is 57W and the power to the cooling coil is 0.32kW. During its passage through the blower, the air experiences a heat gain of 56W. A steady flow of air enters the fan with a negligible velocity at a pressure of 1016(m)/(b)ar , a temperature of 12deg C and a volumetric flow rate of 0.60(m^(3))/(m)in. The air exits with a velocity of 29.2(m)/(s) and a pressure of 1145(m)/(b)ar . Treating the complete arrangement as a steady flow system, determine the exit temperature of the air. The temperature of the air exiting the system, in deg C, correct to three significant figures is: A horizontal "cold air blower" consists of a fan, a cooling coil and an exit nozzle as shown Figure 2:Blower schematic The power of the fan is 57 W and the power to the cooling coil is 0.32 kw.During its passage through the blower, the air experiences a heat gain of 56 W.A steady flow of air enters the fan with a negligible velocity at a pressure of 1016 mbar, a temperature of 12C and a volumetric flow rate of 0.60 m/min.The air exits with a velocity of 29.2m/sand a pressure of1145mbar. Treating the complete arrangement as a steady flow system, determine the exit temperature of the air. The temperature of the air exiting the system, in C,correct to three significant figures is

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4) A medical researcher wants to determine which of these 3 migraine medications works fastest to relieve pain. Time is in minutes. Do an ANOVA test and test at $\alpha = .05$, Groups Medication A Medication B Medication C n Sample Mean Variance 20 14 mins 1.4 18 17 mins 8.1 22 16 mins 7.2 Grand Mean: $\bar{x} = 15.63$ (rounded) a) State the null and alternate hypotheses b) Identify $d.f._{N}$, $d.f._{D}$ (use the value on table 7 closest to your value if not exact), and $F_o$ c) Find $MS_B$, $MS_W$, show work d) Find F e) Make decision and interpret results

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distancia. b) cuál es su aceleracion. 4. Una partícula parte desde la parte superior de un plano inclinado y se desliza hacia abajo con aceleración constante. El plano inclinado tiene $ 15 \mathrm{~m} $ de largo y la partícula tarda 4 s en llegar a la parte inferior del plano. Determine: a) la aceleración de la partícula, b) la velocidad en la parte inferior de la pendiente, c) el tiempo que tarda en alcanzar la particula el punto medio y d) la velocidad en el punto medio.

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Write the necessary code to declare and initialize 3 house objects (h1, h2, h3). Use each constructor (from 123) least once. The address for the 3 homes is as follows: h1: 1515 Maisonneuve (street name) Centre-Ville (neighbourhood) h2: 1516 Maisonneuve (street name) Centre-Ville (neighbourhood) h3: 42 Vendome (street name) NDG (neighbourhood) Set the price of each home as follows: h1:450000.00 h2:795000.00 h3:950000.00 Declare an array called homes that stores the three Houses mentioned earlier.

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A room 3 m in length, 1.5 m in width and 4 m in height is heated from the ceiling by maintaining it at a temperature of 440 K. If side walls and floor are maintained at 290 K, calculate the rate of heat transfer from the ceiling to floor and side walls when the emissivity of all surfaces is 0.5. Draw the radiation network.

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Question 2. A weir is an obstruction in a channel flow which can be calibrated to measure the flowrate, see Figure 2. The volume flowrate Q varies with acceleration due to gravity g, weir width b (into the paper), and upstream water height H above the weir crest, i.e. $Q = f(g, b, H)$. Answer the following: (a) Determine the number of parameters (n) in the problem. Write the dimensions (in terms of primary dimensions) for each of the parameters. [5 marks] (b) List all the primary dimensions represented in the problem? [2 marks] (c) If the reduction (j) was set to the number of primary dimensions represented in the problem, what is the expected number of non-dimensional parameters? [2 marks] (d) Without choosing weir width b as a repeating parameter, generate a non- dimensional relationship between the parameters. Show all your work. [16 marks] (e) If it is known that Q is proportional to b obtain a unique functional relationship between the parameters. [5 marks] Weir width b into the plane. H Q Weir Figure 2 (TOTAL 30 MARKS)

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HW-2: Problem 6 (1 point) Suppose that $f(x) = 4x^{-4} + 5x^{-2}$. Evaluate each of the following: f'(1) = f'(-2) = Note: You can earn partial credit on this problem.

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yvonne h.