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dylan navas

dylan n.

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Problem 2. Linear regression using least square regression for the given data is as follows: y=0.9964x-0.46 The table below presents the data, squared deviations from the mean $(y_i - \bar{y})^2$, and squared deviations from the linear regression $(y_i - a_0 - a_1x_i)^2$. What is the coefficient of determination, $R^2$ =? Xi Угу) (ya-ax)² 1 0.5 20.4304 0.0013 2 2.5 6.3504 0.9355 3 2 9.1204 0.2801 4 4 1.0404 0.2251 5 3.5 2.3104 1.0445 6 6 0.9604 0.2319 7 5.5 0.2304 1.0298 8 8 8.8804 0.2389 9 7.2 4.7524 1.7098 10 11 35.7604 2.2380 Σ 50.2 89.8360 7.9349

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Exercise 4 Local Views of Traces Consider communications between subjects u, v in S where u sends v a request (?) or approves their request (!). We describe the events as tuples (u,v,a) with a in {?,!}. Consider the trace x = ((a,b,?), (c,b,?), (a,a,!), (a,c,?), (c,d,?), (b,a,!), (c,d,?)) and determine * the localization (purges) of x for a, b, c and d and * the localization of property X= {x}, hat(X), for the case that the localization function is: a) l1(u,v,a) = u b) l2(u,v,a) = v c) l3(u,v,a) = {u,v} d) l4(u,v,a) = S Exercise 5 Trace Properties a) For the communications in exercise 4, formally describe the following properties: PA: No requests of a to b after any approvals have been made from b to a. PB: No duplicated approvals (each request is only approved at most once in the trace) PC: Every approval is answering a request (no unprompted approvals). b) Explain which of these properties are safety and which of these properties are liveness properties. c) Which of these properties are authorization properties and availability properties for any choice of a localization function l1, l2, l3 or l4 from exercise 4?

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1. Ph Ho 2. ph?co RCO?H 3.ph-fo Ph 2X C?H? 2X? 2X + + C?H? mech? phCO?Ph Ph?CO

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A pump delivers 0.25 m³/s of water against a head of 250 m at a rotational speed of 2000 rpm. Find the specific speed, and recommend the appropriate type of pump. A hydroelectric plant has 14 identical Francis turbines with a gross head of 284 m. and a volume flow rate of 13.6m³/s through each turbine. The water is at 25°C. Th

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e is the budget for the kitchen project: Category Budget Amount Assumptions From ProjectLibre report; labor for designer countertop included in cabinet and countertop below Labor $10,700 Fridge $3,000 Oven $1,500 Microwave $850 Dishwasher $1,000 Appliances $6,500 Cabinets Assumes all drawers on bottom and floating shelving top $8,000 Countertop $3,000 Quartz Tile-Floor and Wall $1,500 Porcelain floor, glass wall Sink and Faucet $1,200

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Show (prove) that ? if incident wave's electric field is p-polarized, then reflected wave and transmitted wave's electric fields are also p-polarized, ? if incident wave's electric field is s-polarized, then reflected wave and transmitted wave's electric fields are also s-polarized.

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Area and Perimeter of a Rectangle Enter the length: 25 Enter the width: 15 Area: 375.0 Perimeter: 60.0 FIGURE 6-8 Sample run for the final RectangleProgram

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Use Phet simulation, Circuit Construction Kit DC - Virtual Lab Combination Circuit R1 Each resistor and the power supply and measure the current through 4 for CI and R Voltage Current Score: 0/3

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HYDROCARBONS Naming branched alkanes CH$_3$ $\mid$ CH$_3$-CH$_2$-CH-CH$_2$ $\mid$ CH$_2$ $\mid$ CH$_3$ CH$_3$ $\mid$ CH$_3$-CH-CH$_3$ CH$_3$-CH$_2$-CH$_2$-CH$_2$-CH-CH$_3$ $\mid$ CH$_3$ CH$_3$-CH$_2$-CH$_2$ $\mid$ CH$_3$-CH$_2$-CH$_2$-C-CH$_2$-CH$_2$-CH$_3$ $\mid$ CH$_2$-CH$_3$ Explanation Check

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P8.5 Given the open-loop transfer function $G(s) = \frac{K(s+1)(s+10)}{(s+4)(s-6)}$ From the root locus, determine the range of K for which the system is closed-loop stable. K >

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