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patrick phillips

patrick p.

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Westbrook's Painting Co. plans to issue a $1,000 par value, 20-year noncallable bond with a 7.00% annual coupon, paid semiannually. The company's marginal tax rate is 25%, but Congress is considering a change in the corporate tax rate to 15%. By how much would the component cost of debt used to calculate the WACC change if the new tax rate was adopted? a. 0.77% b. 0.57% c. 0.63% d. 0.70%

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Obtain the transfer function to delay 1000 Hz as 0.5 msec and 2000 Hz as 1 msec with all pass characteristics.

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what may cause Multiple sclerosis and what exacerbates the debilitating symptoms

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8 10 points 1. Consider the vector space $V = \mathbb{R}[X]_{deg \le 2}$ of polynomials of degree $\le 2$ as an inner product space with respect to the following inner product: $\langle f, g \rangle = \sum_{i=0}^{2} f(-i) \cdot g(-i)$. Let $W$ denote the subspace $W := \{f \in \mathbb{R}[X]_{deg \le 2} \mid f(0) = 0\}$. Let $f_0 = (X - 1)^2$. Express $f_0$ as a sum of a vector from $W$ and a vector from $W^\perp$. 2. Consider the vector space $Mat_{2,2}(\mathbb{R})$ as an inner product space with respect to the standard inner product. Let $W$ denote the subspace where Let $W := \{A \in Mat_{2,2}(\mathbb{R}) \mid Tr(A \cdot B) = 0\}$, $B := \begin{pmatrix} 1 & 1\\ 2 & 0 \end{pmatrix}$. $M_0 := \begin{pmatrix} 1 & 0\\ 2 & 1 \end{pmatrix}$. Express $M_0$ as a sum of a vector from $W$ and a vector from $W^\perp$.

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e. Repeat part (c) assuming that logic is added to predict the cache way to be accessed. Only the tag subarray for the predicted way is accessed in cycle one. A way hit (address match in predicted way) implies a cache hit. A way miss dictates examining all the tag subarrays in the second cycle. In case of a way hit, only one data subarray (the one whose tag matched) is accessed in cycle two. Assume the way predictor hits. f. Repeat part (e) assuming that the way predictor misses (the way it chooses is wrong). When it fails, the way predictor adds an extra cycle in which it accesses all the tag subarrays. Assume the way predictor miss is followed by a cache read hit. g. Repeat part (f) assuming a cache read miss. h. Use parts (e), (f), and (g) for the general case where the workload has the following statistics: way predictor miss rate = 5% and cache miss rate = 3%. (Consider different replacement policies.) Estimate the memory system (cache memory) power usage (in power units) for the following configurations. We assume the cache is four-way set associative. Provide answers for the LRU, FIFO, and random replacement policies. Cache organization is often influenced by the desire to reduce the cache's power consumption. For that purpose, we assume that the cache is physically distributed into a data array (holding the data), a tag array (holding the tags), and a replacement array (holding information needed by replacement policy). Furthermore, every one of these arrays is physically distributed into multiple subarrays (one per way) that can be individually accessed; for example, a four-way set associative least recently used (LRU) cache would have four data subarrays, four tag subarrays, and four replacement subarrays. We assume that the replacement subarrays are accessed once per access when the LRU replacement policy is used, and once per miss if the first-in, first-out (FIFO) replacement policy is used. It is not needed when a random replacement policy is used. For a specific cache, it was determined that the accesses to the different arrays have the following power consumption weights: Power consumption weight (per way accessed): - Data array: 20 units - Tag array: 5 units - Miscellaneous array: 1 unit - Memory access: 200 units Assume the cache is four-way set associative. Provide answers for the LRU, FIFO, and random replacement policies. a. A cache read hit. All arrays are read simultaneously. b. Repeat part (a) for a cache read miss. c. Repeat part (a) assuming that the cache access is split across two cycles. In the first cycle, all the tag subarrays are accessed. In the second cycle, only the subarray whose tag matched will be accessed. d. Repeat part (c) for a cache read miss (no data array accesses in the second cycle).

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Find the fluid force (in pounds) on the vertical side of the tank, where the dimensions are given in feet. Assume that the tank is full of water. (The weight-density of water is 62.4 pounds per cubic foot.) rectangle 1310.4 X lb 3 2

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Give the name of the branched alkyl group attached to each of the following carbon chains, where the carbon chain is denoted by a horizontal line. Use the common names for C3-C4 alkyl groups, for example sec-butyl, etc. (a) \(\begin{array}{c} \text{H}_2 \ \text{HC}-\text{C}-\text{CH}_3 \ \mid \ \text{CH}_2 \ \mid \ \text{H}_3\text{C}-\text{CH}_3 \ \end{array}\) (b) \(\begin{array}{c} \text{CH}_2 \ \mid \ \text{HC}-\text{CH}_3 \ \mid \ \text{HC}-\text{CH}_3 \ \mid \ \text{CH}_3 \ \end{array}\) (c) \(\begin{array}{c} \text{CH}_2 \ \mid \ \text{CH}_2 \ \mid \ \text{H}_2\text{C}-\text{CH}_3 \ \end{array}\) (d) \(\begin{array}{c} \text{CH}_2 \ \text{H}_2 \ \text{H}_3\text{C}-\text{C}-\text{C}-\text{CH}_3 \ \mid \ \text{CH}_3 \ \end{array}\)

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i) Briefly outline the three main ways Gross Domestic Product (GDP) is used? (3 marks) ii) Why is it argued that Gross Domestic Product is not a good measure of a nation's quality of life? (4 marks) iii) Briefly discuss ONE alternative approach to GDP that has been suggested for measuring how well a country is doing. (3 marks) i) Briefly outline the three main ways Gross Domestic Product (GDP) is used? (3 marks) ii) Why is it argued that Gross Domestic Product is not a good measure of the well-being of a country? (4 marks) iii) Briefly discuss ONE alternative approach to GDP that has been suggested for measuring how well a country is doing marks)

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(a) Give three assumptions underpinning the Euler-Bernoulli beam model. Consider the beam shown in Fig 2, which has a modulus of elasticity E [N/m^2] and second moment of area I [m^4], and where L is the length [m] and x is the arc length [m], w(x) is the deflection [m]. The beam has a guided support at x = 0 and a roller/pin at x = L. It carries a triangularly distributed load of maximum intensity wo, such that w(x) = wo - woL. Figure 2: This Figure refers to Q 4 The boundary conditions are as follows: w(L) = 0 d^2w/dx^2 = 0 d^3w/dx^3 = 0 dw/dx|_(x=0) = 0 (b) State what each of Eqs 16-19 mean. (c) By successive integration of the following differential equation: dw/dx = EI(x) determine the constants of integration C1, C2, C3, C4 and find the maximum deflection w(x). (d) Comment on the appropriateness of the Euler-Bernoulli model for the analysis of large deflections and explain what the key difference would be for a large deflection mathematical model.

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Which event describes a short-run adjustment for a gas station? ? installation of new gas tanks ? addition of a car wash ? expansion of the adjacent convenience store ? hiring ten more workers to stay open 24 hours

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