Numerade

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Determine the force in member BE of the loaded truss. The force is positive if in tension, negative if in compression. Answer: $BE = 1.27 L$

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Problem 2: Textbook exercise 8.26 The amount of time that a drive-through bank teller spends on a customer is a random variable with a mean $\mu = 3.2$ minutes and a standard deviation $\sigma = 1.6$ minutes. If a random sample of 64 customers is observed, find the probability that their mean time at the teller's counter is (a) at most 2.7 minutes; (b) more than 3.5 minutes; (c) at least 3.2 minutes but less than 3.4 minutes.

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On most systems, every track contains exactly the same number of sectors. Each sector contains the same number of bytes. True or False

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which of the following statements is not correct? The government may use antitrust laws to prevent a merger if the government believes the merger will reduce competition and increase prices. Private ownership is typically preferred to public ownership. The government should never intervene to improve monopoly inefficiency. By regulating a natural monopoly where price equals average total cost, the monopoly earns zero profits.

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Which statement is false? Economic efficiency exists when all opportunities to make people better off have been fully exploited. If an economy is efficient, it is possible to make only a few people better off without reducing other individuals' economic welfare. Free markets usually lead to efficiency, but not necessarily equity. Efficiency exists when an economy realizes the maximum possible gains from trade given the available resources.

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Multiple Select Question Select all that apply Which types of glial cells are found in the central nervous system? Microglia Astrocytes Oligodendrocytes Ependymal cells Satellite cells Schwann cells Need help? Review these concept resources.

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The perimeter of the triangle below is 85 units. Find the length of side bar (Wx). Write your answer without variables.

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(1 point) Use the \"mixed partials\" check to see if the following differential equation is exact. If it is exact find a function $F(x, y)$ whose differential, $dF(x, y)$ is the left hand side of the differential equation. That is, level curves $F(x, y) = C$ are solutions to the differential equation $(1xy^2 - 2y)dx + (1x^2y - 4x)dy = 0$ First: $M_y(x, y) = 2xy - 2$ and $N_x(x, y) = 2xy - 4$ if the equation is not exact, enter not exact, otherwise enter in $F(x, y)$ here $1/2y^2x^2 - 2yx$

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Problem 0. This problem deals with hardware cache behavior in an embedded processor. The machine's physical memory addresses are 12 bits. The cache is 2-way set-associative, with 4 sets, and has 8-byte blocks. All numbers in this problem are in hexadecimal. Tag Valid Bytes Set 0 72 1 03 86 f3 9d 11 00 b7 24 Set 0 0 Set 1 3d 1 a6 22 10 5c d7 a4 00 00 Set 1 40 1 ae 11 77 81 33 1c 1b 1a Set 2 4b 1 38 6a c1 55 30 a4 1d f4 Set 2 51 0 ae 15 7a 18 30 bb 2e 90 Set 3 3e 1 02 ed a9 44 52 b6 a3 f0 Set 3 33 1 24 72 cc 8d 8b 90 90 13 For each of the following byte addresses (given in hex) say whether it would be a hit or a miss on the cache. If it is a hit, say what byte value is returned. (a) 80a (b) df9 (c) a37 (d) e46 (e) 975

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Consider the following curve.\ y = \sqrt{4 - 60x}\ Find the slope $m$ of the tangent line at the point $(-1, 8)$.\ m = \ Find an equation of the tangent line to the curve at the point $(-1, 8)$.\ y =

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patricia p.