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Which of the following statements is NOT correct for the first Cooley's anemia cases described in 1925? were found among native American Indian kidswere cases of beta thalassemia majorwere found among North American kids of Mediterranean origindue to severely decreased production of beta chains

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how can one use A B follow up when working with the client experiencing sexual abuse. state clearly when and how you will collect the information and specicall

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Children may be harmed (either accidentally or intentionally) when witnessing violence or traumatized from experiencing domestic violence. a. True b. False

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Suppose that f''(x) = 1/x^2, x > 0, f'(1) = -1, and f(e) = 3. Find f(e^8). If your answer is a decimal, then round it to 3 decimal places.

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I'm confused on how to answer the following question. I took 242 steps (each steps = 2.6 inches) 121 paces to measure the distance in 2 minutes. using google earth to measure the distance between the two points I got 137.62 meters. I measured it 16th times and the mean is 137.62 and the standard devation is 0.362. help me with calculating the uncertainty and compare it as well. Thank you! When you made the measurement by walking off the distance a. What is the span of a single pace for your walk? b. How many paces did it take to cover the distance and what was your uncertainty? c. How did your measurement compare with Google Earth given the uncertainty in both? For the toolbar,press ALT+F10(PC) or ALT+FN+F10(Mac) B 1 s Paragraph Arial 10pt : >IT TT< + ABC V T 77 0 88 [x] a. b.it took 121 paces to cover the distance - C.

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3. Let A and B be bounded subsets of R such that for each $a_1 \in A$, there exists a $b_1 \in B$ (possibly depending on $a_1$) such that $a_1 < b_1$, and for each $b_2 \in B$, there exists an $a_2 \in A$ (possibly depending on $b_2$) such that $a_2 < b_2$. Can we conclude $\sup A \le \inf B$? Justify your answer!

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Page 2 of 2 Problem 1 A 1.2 m³ rigid tank initially contains air (as an ideal gas) at 100 kPa and 25°C. The tank is connected to a supply line through a valve. Air is flowing in the supply line at 650 kPa and 25°C. The valve is opened and air is allowed to enter the tank until the pressure in the tank reaches the line pressure, at which point the valve is closed. Air $P_L = 650 \text{ kPa}$ $T_L = 25 ^\circ C$ Determine: a) The flow work (i.e. $P_v$) of the air in the supply line $P_1 = 100 \text{ kPa}$ $T_1 = 25 ^\circ C$ b) The final temperature of the tank if $u_2$ equals to 250.02 kJ/kg. c) The initial mass ($m_1$), final mass ($m_2$), and mass enter ($m_{in}$) d) The amount of heat transfer (in kJ). Is heat added or removed?

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00 ELECTRIC UTILITY POWER SYSTEMS group of 3 single-phase transformers. 323 MVA, 230 kV/127 kV/17 kV 230 kV 3 PH A 860 A C ac filter 0.5 H ? 0.5 H 1800 A 1470 A 0.5 µF Pb Q ? 127 kV 0.2 µF P RQ 3 PH inverter (6 pulse) 9 ? N? N? R 11 ? incoming 150 kV dc line 0.39 H 0.244 H 5440 A ? 17 kV 3 PH S.C. synchronous capacitor 160 Mvar, 17 kV ure 28.12 plified circuit of a 150 kV, 1800 A, 60 Hz mercury-arc inverter. See components illustrated in Figs. 28.13

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5. An elevator accelerates downward, What is the relationship between the gravitational force Fg acting on the elevator and the tension FT in the cable that supports the elevator. a) |Fg| = |FT| b) |Fg| > |FT| c) |Fg| < |FT| d) |Fg| |FT| e) |Fg| || FT| 6. According to Newton’s third law, when you walk across a floor, the force that propels you forward is: a) the force applied by your feet on the floor b) the force of friction of your feet on the floor c) the force of the floor applied against your feet d) exerted upward by the floor on your feet (i.e., normal force) e) the force acting on you working against gravity

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Charlie likes two goods, pears and kiwis, and consumes no other goods. We write his consumption bundle as (pears, kiwis), so that pears are the x variable and kiwis the y variable. Last month, Charlie consumed 20 pears and 5 kiwis. The indifference curve through this bundle is described by y = 100/x. Furthermore, you are told that the set of bundles for which he is indifferent between them and a new bundle at (10, 15) is the set of bundles with y = 150/x. (a) Plot the two indifference curves. Note the slope at the two points given. (b) Are the following true or false? (No explanation needed here, but it's all or nothing for credit.) i. (30, 5) ~ (10, 15) ii. (10, 15) ~ (20, 5) iii. (20, 5) ~ (10, 10) (c) Is the set of bundles Charlie weakly prefers to (20, 5) convex? (d) Recall the indifference curve through the point at (20, 5) is defined by y = 100/x. This has a slope for any given x of -100/x^2. What is the marginal rate of substitution at i. (10, 10) ii. (5, 20) iii. (20, 5) (e) Do these preferences represent diminishing marginal rate of substitution?

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amber j.