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trinidad lewis

trinidad l.

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Eight-year-old Charles has severe and recurrent temper outbursts (verbal or behavioral) that are grossly out of proportion to the situation. He has been demonstrating these symptoms for the last year and a half and having these outbursts over very little disappointments several times a week. This has caused problems in school. At home, he is always irritable and angry with fits of anger toward his siblings on a daily basis. The MOST likely diagnosis for Charles is a(n): elimination disorder. autistic disorder. anxiety disorder. disruptive mood dysregulation disorder.

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Central obesity is due to the excess storage of Question 23 options: subcutaneous fat visceral fat candy saturated fat

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A sample containing 1.62 mol of Ne initially at 28 \deg C and 2.3 atm expands isothermally against a constant pressure of 0.9 atm. Calculate the work (in J) for the system.

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QUESTION 15 Which is NOT a clinical problem for which you should seek professional help rather than implement a self- management plan Watching adult content excessively during work hours Gambling to the point of debt Excessive snacking between meals Excessive alcohol consumption

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Given the optimized code in Java for selection sort with time lapse and 10 elements of the original array and 10 elements of the sorted array for random inputs up to 1 million data sets.

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Consider the function f(x)=ax(10-x) on the interval 0,10, where a is a positive real number. a. Find the average value of f as a function of a. b. Find the points at which the value of f equals its average value, and prove that they are independent of a. a. The average value of f as a function of a is /bar (f)=(50a)/(3). (Type an exact answer.) b. The value of f equals its average value at x=5+-(5sqrt(3))/(3). (Type an exact answer. Use a comma to separate answers as needed.) Why are these points independent of a? A. The x-values are the zeros of f and thus are not affected by the vertical stretch or compression of the graph of f caused by a. B. The individual x-values involve factors of a, but the terms with factors of a cancel when the x-values are added. C. The interval over which the average value was found does not involve a. D. The x-values are numbers and do not involve a. Consider the function f(x)=ax(10-x) on the interval [0,10],where a is a positive real number. a.Find the average value of f as a function of a. b. Find the points at which the value of f equals its average value, and prove that they are independent of a 50a a.The average value of f as a function of a is f (Type an exact answer.) 53 b.The value of f equals its average value at x=5 3 (Type an exact answer.Use a comma to separate answers as needed.) Why are these points independent of a? O A.The x-values are the zeros of f and thus are not affected by the vertical stretch or compression of the graph of f caused by a. O B.The individual x-values involve factors of a, but the terms with factors of a cancel when the x-values are added. O c. The interval over which the average value was found does not involve a. K O D.The x-values are numbers and do not involve a

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Dies the JFET transistor gives listed as that the small-signal voltage gain, $|A_v|$, will be 10. (Note: $V_{BE(on)} = 0.7V$, $r_e = 0.026/I_c$, $\beta = 100$, (Bias: forward active mode)) $V_{CC} = 10V$ $\beta = 100$ a) Draw the AC equivalent of the circuit shown using the small-signal hybrid-$\pi$ model shown, and write the expression for the small-signal voltage gain, $A_v = V_o/V_i$ b) Calculate $V_{BE}$ and $I_c$ values that will give the desired small-signal voltage gain, $|A_v| = 10.$

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A pendulum is swinging back and forth. The pendulum's position is modeled by the function sf) = 2 sin(t) where time is measured in seconds and position in centimeters. At what time t is the velocity first equal to O? Please round your answer to the nearest hundredth of a second. t=

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The inductor ripple current in buck converter depends on: Choose one answer. a. Inductor value b. Capacitor value c. Inductor value and switching frequency d. Capacitor value and switching frequency

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Fully factor each of the following. Question 3 (A) $6m^2 + 2m^3$ (B) $-14m^2n^{10} + 14m^7n^3 - 63m^3n^5$ (C) $x^2 + 15x - 16$ (D) $3x^2 + 24x + 45$ (E) $6x^2 - 13x + 6$ (F) $12x^3 - 60x^2 + 75x$

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