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caitlyn manrique

caitlyn m.

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Question content area top Part 1 The blood platelet counts of a group of women have a bell-shaped distribution with a mean of 259.9259.9 and a standard deviation of 61.261.2. (All units are 1000 cells/muμL.) Using the empirical rule, find each approximate percentage below. a. What is the approximate percentage of women with platelet counts within 22 standard deviationsdeviations of the mean, or between 137.5137.5 and 382.3382.3? b. What is the approximate percentage of women with platelet counts between 198.7198.7 and 321.1321.1?

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Obtaining liquidity for your not-so-liquid wealth or assets creates all of the following issues, EXCEPT: Question 3 options: transactions costs sunk costs opportunity costs risk

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Jupiter's moon Io orbits Jupiter at a distance of 4.22 x 10^8 m and completes one orbit every 1.77 days. What is the mass of Jupiter? kg The Earth has a mass of 5.97 x 10^24 kg. How much more massive is Jupiter than Earth? times the mass of Earth

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Express the sum $6 + 17 + 28 + \dots + 25460$ in terms of summation notation.

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Assignment 2 Q1- For the stepper motor shown in the figure Draw the drive circuit? If this stepper motor has a 3º angle, how many step can move? [3 points] 5-lead Red Motor Red White

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Let X be the sequence Y, n = 1, 2, 3, ... Also, let the sequence {Z, n = 1, 2, 3, ...} be and X be the nth largest value out of the first n random variables {X_i, i = 1, ..., n}. (a) Find the limit of Y. (b) Does Y converge in probability? Give the reason for the answer. (c) Does Z converge in distribution? Find the limiting distribution, if so, or give the reason. (d) Determine the pdf of 5Z. (e) Determine the pdf of X_5,3. (f) Compare the variances of 5Z and X and justify your answer.

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Text: 5 P17-12 (Available-for-Sale Securities Statement Presentation) Fernandez Corp. invested its excess cash in available-for-sale securities during 2012. As of December 31, 2012, the portfolio of available-for-sale securities consisted of the following common stocks. Security Quantity 1,000 shares 2,000 shares 2,000 shares Cost $15,000 $40,000 $72,000 Totals $127,000 Fair Value $21,000 $42,000 $60,000 $123,000 Lindsay Jones, Inc. Poley Corp. Arnold Aircraft Instructions: (a) What should be reported on Fernandez's December 31, 2012, balance sheet relative to these securities? What should be reported on Fernandez's 2012 income statement? On December 31, 2013, Fernandez's portfolio of available-for-sale securities consisted of the following common stocks. Security Quantity 1,000 shares 2,000 shares 1,000 shares 2,000 shares Cost $15,000 $33,000 $16,000 $72,000 Totals $136,000 Fair Value $20,000 $40,000 $12,000 $22,000 $94,000 Lindsay Jones, Inc. Lindsay Jones, Inc. Duff Company Arnold Aircraft During the year 2013, Fernandez Corp. sold 2,000 shares of Poley Corp. for $38,200 and purchased 2,000 more shares of Lindsay Jones, Inc. and 1,000 shares of Duff Company. (b) What should be reported on Fernandez's December 31, 2013, balance sheet? What should be reported on Fernandez's 2013 income statement? On December 31, 2014, Fernandez's portfolio of available-for-sale securities consisted of the following common stocks. Security Quantity Cost Fair Value Arnold Aircraft 2,000 shares $72,000 $82,000 Duff Company 500 shares $8,000 $6,000 Totals $80,000 $88,000 During the year 2014, Fernandez Corp. sold 3,000 shares of Lindsay Jones, Inc. for $39,900 and 500 shares of Duff Company at a loss of $2,700. (c) What should be reported on the face of Fernandez's December 31, 2014, balance sheet? What should be reported on Fernandez's 2014 income statement? (d) What would be reported in a statement of comprehensive income at (1) December 31, 2012, and (2) December 31, 2013?

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3.8 Example Questions Exercise 3.16 R = 2 km A fighter jet B flies along a curve with a constant velocity of 450 km/h and is tracked by radar from A. Determine r and as observed from A. B r = 1 km Exercise 3.17 Alonso is showing off his driving skills by maintaining his speed at 108 km/h for the whole journey from A to B. The bend AB is assumed to be at a constant radius of 30 m about point O. The car is observed by a camera from point D. Determine θ and θ' observed from D when the car passes point C. θ = 60° and θ' = 30° r = 30 m 84 Ta D Exercise 3.18 20 m/s A car is taking a 60 m radius bend with a velocity of 20 m/s and increasing at a rate of 3 m/s^2. Determine: a. The acceleration of the car for the instant shown. b. θ and θ' observed from B.

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Assume: ? Adiabatic ? No body forces $-(P_1A_1 + \frac{u_1^2}{2}A_1) = f_1(P_1 + \frac{u_1^2}{2})(-u_1A_1) + f_2(P_2 + \frac{u_2^2}{2})u_2A_2$ Divide by, $f_1u_1A_1 = f_2u_2A_2$ Results in, $h_1 + \frac{u_1^2}{2} = h_2 + \frac{u_2^2}{2}$, where $h = e + \frac{P}{\gamma}$ For 1-D, steady, adiabatic, $h_0 = const$ ? $h + \frac{u^2}{2} = const$ then, $dh + \frac{2u}{2}du = 0$ Now, $dh + udu = 0$ $C_pdT + udu = 0$ $C_p\frac{dT}{T} + \frac{udu}{T} = 0$ $C_v = \frac{du}{dT}$ $u^2 = M^2a^2 = M^2\gamma RT$ $\frac{R}{C_p} = \frac{C_p - C_v}{C_p} = \frac{\gamma - 1}{\gamma}$ $a = \sqrt{\gamma RT}$ $a = \sqrt{\frac{\gamma P}{\gamma}}$

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Australia's diversity includes marginalized groups in the community. List two potential needs of these groups in relation to: - Protection/protective factors - Physical health issues/care needs - Mental and emotional health care needs - Trauma - Exclusions -Negative attitudes

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