Numerade

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Objective and Projective test both are valid forms of personality assessment. Michael takes both forms of assessments and gets inconsistent results from his projective tests after meeting with 3 different psychologist. What might be a reason why Michaels projective test results are all different? Explain in 2-3 sentences

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The first type of scanning an attacker will usually perform against a target is a ________ scan. A) UDP scan B) Xmas scan C) Ping sweep D) Stealth scan

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``` (d) def func4(n): result = 0 m = 1 for i in range(n): for j in range(m): result = result + j*i m = m * 2 return result ```

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Find a polynomial f(x) of degree t that has the following zeros, 2,-6,0,-5

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\int \frac{3x^3 + 4x^2 - 18x - 33}{x^2 - 9} dx The integrand decomposes into the form: ax + b + \frac{c}{x - 3} + \frac{d}{x + 3} Compute the coefficients: a = b = c = d = Now integrate term by term to evaluate the integral. Answer: + C

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where $\sigma^2$ is the variance of $n$. In Problem 3.37 you will be asked to show that the coefficient A in (3.107) can be approximated for large N as $\frac{1}{(2\pi Npq)^{1/2}} = \frac{1}{(2\pi \sigma^2)^{1/2}}$. We thus find the form of the Gaussian probability distribution $P_N(n) = \frac{1}{\sqrt{2\pi \sigma^2}}e^{-(n-\bar{n})^2/2\sigma^2}$ (Gaussian probability distribution). An alternative derivation of the parameters A, $\bar{n}$, and B is given in Problem 3.72. Problem 3.37. Calculation of the normalization constant Derive the form of A in (3.117) using Stirling's approximation (3.101). Note that the weaker form of Stirling's approximation in (3.102) yields the incorrect result that $ln A = 0$.

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When the relative price of a good increases, the real price of the factor used intensively in its production increases.

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3. You have to analyze a solid cylindrical shaft with a diameter of 32 mm. The first design iteration is performed for power transmission of 45 kW and speed of 2500 rev/min. (a) What will be the maximum shear stress developed in this shaft? (b) A limit of 20 MPa is placed on the maximum allowable shear stress in this shaft. If the diameter of 32 mm is non-negotiable, suggest two other changes to meet the specifications. Support your answer with calculations.

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3.(20) Using the Leibnitz-Maclaurin method, solve the equation $(x+1)y'' + (x-1)y' - 2y = 0$.

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6. Recent WTO negotiations covered agricultural subsidies. What progress was made at the most recent meetings in Hong Kong? A) Higher-income nations pushed for an end to agricultural subsidies but did not get them. B) Lower-income nations pushed for an end to agricultural subsidies; no progress was made on that, but some concessions were made in light manufactured goods imports from poor nations. C) The Hong Kong meetings were disrupted by protesters and had to be called off. D) The WTO members agreed to eliminate all subsidies for every nation. SCENARIO: FREEDONIAN EXPORTS In the small country of Freedonia, the domestic demand for widgets is represented by $P =$ $100 - 3Q$; the home supply of widgets is represented by $P = 1Q$. 7. (Scenario: Freedonian Exports) Is the subsidy paid to Freedonias's widget exporters considered part of the deadweight losses of the subsidy? A) Yes, they are a payment to Freedonian exporters. B) Yes, they are paid by Freedonian exporters that supply the domestic market. C) No, they are a redistribution of income within the Freedonian economy. D) No, consumers of Freedonian widget exports pay the subsidies.

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kyle j.