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Question 14 Which fatty acid will have the lowest melting point? 18:2 14:0 16:0 16:1 20:1

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When giving a speech, you should hold your notes up to your face and read it. Question 10 options: TrueFalse

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(7 pts.) A metal plate of thickness L with a constant thermal conductivity of k W/m/k is insulated at x = L. The surface at x = 0 is kept at a constant temperature of T.. Within the plate, heat is generated at the rate of ġ W/m². Find an expression for steady-state temperature profile, T(x) and the x-location where the maximum temperature occurs. $$ \frac{d}{dx} \left( k \frac{dT}{dx} \right) + \frac{d}{dy} \left( k \frac{dT}{dy} \right) + \frac{d}{dz} \left( k \frac{dT}{dz} \right) + \dot{q} = \rho c \frac{dT}{dt} $$ Bq x=0 T:S BC2 x=L -KA $\frac{dT}{dx}|_{x=L}$ = 0 x=0 x=L

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54 minutes remaining 13 OF 14 QUESTIONS REMAINING able[[4,A,B,C,D,E,F...],[1],[2],[3],[4,, able[[Quantity],[Shipped]],Total Revenue,Transit KM,,],[5,,78100,204,346,300,33070,,],[6,,60900,194,647,000,45130,,],[7,,45400,174,823,800,14840,,],[8,,77300,229,304,800,30740,,],[9,,50400,245,027,700,39750,,],[10,,50200,204,694,500,34010,,],[11,,54800,210,460,100,33880,,],[12,,66800,148,113,900,36700,,],[13,,60100,237,597,000,39110,,],[14,,72500,223,950,600,45870,,],[15,,48700,106,501,200,36130,,],[16,,48800,159,203,600,46030,,],[17,,54200,183,326,000,43460,,],[18,,15,5,,2,e)],[19,,,,,,],[20,,,E,28,,],[,,,,25,,]] Type the function and range which would be used to calculate the 2^(nd ) highest revenue value in Total Revenue. ie = function (range) Blank 1 Blank Blank1 Blank1 Add your answer 2 54 minutes remaining 3 2 = 6 8 A 3 2 Shipped Quantity 54200 48800 48700 72500 60100 66800 54800 50200 50400 77300 45400 60900 78100 183,326,000 159,203,600 106,501,200 223,950,600 237,597,000 148,113,900 210,460,100 204,694,500 245,027,700 229,304,800 174,823,800 194,647,000 204,346,300 Total Revenue 43460 46030 36130 45870 39110 36700 33880 34010 39750 30740 14840 45130 33070 Transit KM 13 OF 14 QUESTIONS REMAINING

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Propose an efficient synthesis for the following transformation: Solution - Recall from Chapter 11 that there are two questions to ask when approaching a synthesis problem: 1. Is there a change in the carbon skeleton? 2. Is there a change in the position or identity of the functional groups? First consider the carbon skeleton. In this case, there is no change: H H Na₂Cr₂O7 Now focus on the change in functional groups. In this example, the reactant does not have a functional group at the benzylic position, while the product does. Therefore, we must first introduce functionality at the benzylic position, and there are two ways to do that. OH

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$\mathcal{E}$

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Based on past experience, Josh believes that the probability of catching a red snapper is .21 and the probability of catching a grouper is .19. Is enough information available to find the probability of catching a red snapper or a grouper? Explain. If possible, find the probability of catching a red snapper or a grouper.

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Suppose an average of 60 vehicles arrive at a gas station per hour in accordance with the Poisson process. Let the gas station be open from 05.00 to 24.00. What is the probability that 2 vehicles arrive between 08.30-0910 and 4 between 08.20-09.00? What is the probability that the 180th vehicle arriving at the gas station arrives before 09:00?

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04_A1 Please derive case of univariate normal density discriminant function $g_i(x) = \ln P(x|\omega_i) + \ln P(\omega_i)$ to case of multivariate normal density discriminant function $g_i(x) = -\frac{1}{2}(x - \mu_i)^T \sum_i^{-1} (x - \mu_i) - \frac{d}{2}\ln 2\pi - \frac{1}{2}\ln|\Sigma_i| - \ln P(\omega_i)$

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You're moving furniture again, this time pushing your full dresser (inertia 50 kg) across your carpeted bedroom floor from one side of the room to another, a distance of 4 m. You know that your maximum pushing force is 140 N. The dresser was at rest initially and is moving with a speed of 0.35 m/s by the time you get it to the opposite side of the room. A. Sketch the scenario and draw a free-body diagram for the dresser. B. The energy diagram for this scenario is shown at the right. Copy it onto your solution for reference. Why is Wext positive, and why is Eint positive? Calculate what is the average force of friction K. Wext, from the carpet? Show all your steps. (Be careful of which force(s) contribute to external work in your calculations) Ki AEint

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antonia c.