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jessica johnson

jessica j.

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Under what conditions will the following process proceed spontaneously as written? CO2 (g) → CO2 (s) A. all temperatures B. high temperatures C. low temperatures D. this process is nonspontaneous over all temperatures

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(a) An LTI system is characterized by the system function \(H(z) = (3 - 4z^{-1})/(1 - 3.5z^{-1} + 1.5z^{-2})\) Specify the ROC of \(H(z)\), when the system is (i) stable (ii) causal (iii) anti-causal

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Express the area inside the circle $x^2 + y^2 = 64$ above the line $y = 7$ as a double integral in polar coordinates. The area is given by $\int_A^B \int_C^D E \, d?\, d$? With $A = $ , $B = $ $C = $ , $D = $ and $E = $

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Q1. [14 Points] A factory has a large office space that it would like to air condition during the summer. Rather than buying electricity to run an air conditioner they design a system which allows them to run an air conditioning system using process steam from the factory. The factories boiler supplies saturated steam at 10 bar to an ideal condenser where it is completely condensed. This condenser supplies heat to a Carnot hear engine which in turn supplies power to a refrigeration cycle with a COP of 2.5. The refrigeration cycle cools a flow of air from 25°C to 5°C. Both the heat engine and refrigerator reject heat to a constant temperature reservoir at 25°C. If 0.5 kg/s of steam is supplied to the condenser, determine: a) the rate of heat input to the Carnot heat engine (kW), [3 Points] b) the power supplied to the refrigeration cycle (kW), [3 Points] c) the mass flow rate of 5 °C air produced by the system (kg/s), [3 Points] d) the entropy generation rate for the entire system (kW/K). [4 Points] e) Does the system violate the second law? Explain. [1 Point] m<sub>steam</sub> = 0.5 kg/s P<sub>steam</sub> = 10 bar Saturated Vapor mair = ? kg/s Tair,in = 25 °C C<sub>p</sub> = 1.01 kJ/kgK Saturated Liquid Condenser Q<sub>H, Engine</sub> Carnot W Q<sub>L</sub> Heat Refrigerator COP = 2.5 Engine Q<sub>L, Engine</sub> Q<sub>H</sub> T<sub>ambient</sub> = 25°C T<sub>air,out</sub>= 5 °C

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A sealed rigid vessel has a volume of 1 m³ and contains initially 2.12 kg of water at 100°C. The vessel is then heated till a maximum pressure of 400 kPa is reached. Determine the following: (70 pts.) (a) Specific volume of water at the initial condition, $v_1$ in m³/kg. (b) The phase of water at the initial state. (c) If the initial phase is a saturation mixture, what is the quality, $x_1$. (d) Internal energy at the initial state, $u_1$ in kJ/kg. (e) Specific volume at the final state, $v_2$ in m³/kg. (f) Final temperature, $T_2$. (g) Internal energy at the final state, $u_2$ in kJ/kg. (h) The work done during the process, $W_{1-2}$ in kJ/kg. (i) The heat transfer during the process, $Q_{1-2}$ in kJ/kg. show the states and the process in a P-v or T-v diagram

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Draw all the resonance contributors for the alkene below (at least 3 more). Once everyone on your group agrees, discuss how these resonance contributors help explain your answer to #6a. OCH$_3$

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Question 5 (1 point) Suppose x is a binomial random variable with n = 9 and p=0.4. What is P(x > 1)? a) 0.988 b) 0.929 c) 0.083 d) 0.687 e) 1.00

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Text: Hide/Show Time Remaining Part 1 of 1 - Question 25 of 40 1.0 Points Which of the following is not a common resource? A. clean water B. clean air C. open grazing land D. national defense Reset Selection Previous IXN Save MacBook Air :0: F1 13 00 F3 888 F4 , 44 @ 69 4 % 5 ^ & 2 3

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This lab looks at false signals and how data rate can produce signals which are not copies of the original signal but a false representation of the incoming signal. 1.) Use a signal generator to set the output at 2 Vpp for a sine wave. Set this input to the sensor DAQ and O-scope. Set the sensor DAQ to a 1000 Hz scan rate. 2.) Go from 100 Hz on the function generator to 2000 Hz in steps of 200 Hz. What does the signal look like at each step - does it look like the oscilloscope waveform? However, above 1000 Hz, is it a faithful representation of the "real" input signal? 3.) Why is this a problem? What issues could arise by not knowing some basic parameters of the original signal? 4.) Now repeat this with a triangle waveform. What differences do you see? Can you detect when your input signal frequency is more than twice the scan frequency? (Nyquist Limit) 5.) What are a couple of methods you could employ in the field or factory to help keep your data rate from producing analysis signals? Hint - time and frequency domain for one possible solution.

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Which of the following alternatives represents the correct amount that must be disclosed as acquisition of listed investments in the cash flows from investing activities section of the statement of cash flows of Phokwane Limited for the year ended 28 February 2022? a. 0 b. 27,400 c. 46,400 d. (27,400) e. (46,400)

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