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brett torres

brett t.

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Suppose that p(x) is a continuous function whose derivative, p^(')(x), and second derivative, p^('')(x), are defined and continuous for all real numbers. Some of the values of p^(')(x) and p^('')(x) are provided in the table below. Assume that the values of both p^(')(x) and p^('')(x) are strictly positive or strictly negative between consecutive table entries. On which of the following intervals must p(x) be always concave up? Select all that are correct. A. (3,4) B. (4,5) C. (5,6) D. (6,7) E. None of the above.

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You anticipate a four year old with aml will receive antifungal prophylaxis

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The rate constant for this zero-order reaction is 0.730 s^-1 at 400 C. A --> products How long (in seconds) would it take for the concentration of A to decrease from 0.880 M to 0.320 M?

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Problem 4: Connected wells Consider two quantum wells brought into close proximity such that a particle can tunnel between them. To simplify the model use an infinite well with a delta-function barrier in the middle of the well. The total potential energy function $V(x)$ is then given by the delta-function barrier with strength $\alpha$ inside the well $V(x) = \alpha\delta(x)$, while outside the well $V(x) = +\infty$. Use the analytical result for the stationary solutions from the attached notes: "calculation_connected_wells.pdf": $\psi_e(x) = A\sin(k|x|) + B\cos(kx)$ with $\frac{B}{A} = \tan(ka) = -(ka)\frac{h^2}{ma\alpha}$ $\psi_o(x) = A\sin(kx)$ with $k = \frac{\sqrt{2mE}}{h^2} \implies E_n = \frac{n^2\pi^2h^2}{2ma^2}$ Here the eigenstates $\psi_e(x)$ and $\psi_o(x)$ are the even and odd solutions. Remark that each of them represents multiple solutions, and that the eigenenergies of the even solutions are given by a transcendental equation. Perform the following tasks: • Numerically find the energy values (i.e., the eigenenergies) of the first three even eigenstates. • How do the eigenenergy values of the even eigenstates change when increasing the potential barrier strength $\alpha$: do they increase or decrease? • What about the impact of $\alpha$ on the odd eigenenergies?

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For a monopolist, the price effect always works in the direction of the quantity effect.

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#4) THE MAXIMUM DIMENSIONS OF A PRIORITY EXPRESS PACKAGE ARE $L + 2(W + H) \le 108$ INCHES WHERE W AND H ARE THE TWO SMALLER DIMENSIONS IF $W = H$, FIND THE DIMENSIONS OF THE LARGEST ACCEPTABLE BOX.

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Helper Functions def generate_ID (collection, offset): """ param: collection (dict) - a collection of items that works with max() param: offset (int) - an integer offset that's added to the first ID. If the collection is empty, then the first ID is the offset value. Otherwise, the function retrieves the max value from the collection, and returns its value+1. returns: The computed ID, based on the offset or the max element in the collection. If max value is not an integer, the function returns an error string: "Error, non-integer IDs" For example, calling the function with {} and 0 as the offset should return 0, since the collection is empty and 0 is the offset; {} and 1000 as the offset should return 1000. {500: (16.5, None)} and 1000 as the offset should return 501, since the collection is not empty and 500 (the dict key) is the max value. """ def add_order (all_orders, price, user_dict, offset): """ The function expects param: all_orders (dict) - a dictionary that contains ticket orders param: price (float) - a float that's >=0 param: user_dict (dict) - stores the integer "age" and the status of the discount options param: offset (int) - an integer that's needed by the generate_ID() The function stores the offset as the key that maps to the tuple containing two elements: the price and the user_dict. The function should not modify the all_orders dictionary. Helper function: generate_ID() to store the order ID returns: either an error from the generate_ID() or a NEW dictionary with the created order. """

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According to the data-sheet of 74HC02 IC (quad 2-inputs NOR gate), ICC=$1 \times 10^6$A, tpLH=8ns, tpHL=13ns, VOH=5.9, VOL=0.1, VIH=4.2, VIL=1.8 single NOR gate. 2. The maximum average propagation delay of a single gate. 3. Speed power product 4. The HIGH-state noise margin. 5. The LOW-state noise margin. Maximum file size: 100MB, maximum number of files: 1 Files You can drag and drop files here to add them. For the following RC input waveforms, draw the output waveforms: 1. input waveform: (Time Constant=30µs)

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Question 7 For each program segment below, indicate what the raw datafile could look like. [HINT: Is spacing important. "Could" some entries be missing, have embedded blanks, ...] (a) infile in1 dlm=', ' dsd; input type :$5. x y; (b) infile in1 firstobs=2; input gender $ x y @0;

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Excercise 4 The Bloomberg Money Desk analyst calculates the forward price of a 9-month forward contract for shares of the ABC Bank, listed on the London Stock Exchange. The share price is currently GBP 94. The analyst assumes that the risk-free interest rate (capitalized on a continuous basis) is equal to 7% and that after 3, 6 and 9 months Bank ABC will pay a dividend of GBP 1.25 per share, and after 12 months will not pay dividends. Calculate the contract price.

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