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rebecca l.

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3 due date 10/10 x + /21399/quizzes/115073/take retroactive Question 34 1.22 pts The process by which information that has been dynamically stored in long term memory is converted into a structure change in the brain is called _____ long-term potentiation elaboration solidification consolidation

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What was the name of the first ever recipient of Social Secuirty? 2. In what year did she receive her check? 3. How much was the check for? 4. In 1970, why did she oppose the increase? 5. When Social Security was enacted in 1935, the average life expectancy of an American woman was __, and __ for an American man.

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3. A) Propane enters a turbine at 20 bar, 110°C and exits at 2 bar, 50°C. Heat losses to the surroundings are 15% of the power generated. Neglect kinetic and potential energy effects. What is the work output of the turbine in kJ/kg of propane for steady state operation? B) What is the specific entropy change of the propane for part A)? C) If the turbine in part A) were to operate adiabatically and reversibly (or in other words isentropically), what would the value of the exit entropy be? D) For the same inlet and exit conditions as for part A), if the heat losses were eliminated, would the turbine output be greater than, less than, or the same as in part A (no calculations needed)? E) For operation of any real turbine, is entropy production positive, negative, or zero (no calculations needed)?

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Determine \frac{\partial^2 z}{\partial x^2} for the function: $z = x^3 + 2x^2y + 3xy^2 + 4y^3$ Select the correct answer. $\circ$ $6x + 4y$ $\circ$ $3x^2 + 4xy + 3y^2$ $\circ$ $6x + 6y$ $\circ$ $6x + 4xy + 6y$

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If a country imports more goods and services than it exports, the country most likely has Multiple Choice a trade surplus. high production and employment levels. a trade deficit.

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7.85 Find the probability density function of the second order statistic, $X_{(2)}$, associated with $n = 5$ observations drawn from a population with probability density function \(f(x) = \frac{1}{x^2}\), $x > 1$.

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For the circuit below, determine the current $I_2$ if the nodal voltage $V_A = 10 V$, $E_2 = 17 V$, $R_1 = 28 \Omega$, $R_2 = 4 \Omega$, and $R_3 = 14 \Omega$.

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If there are 20% buses and 80% cars and 5 vehicles cross a junction per minute, find by simulation (plot the histograms) a) the number of cars that cross the junction in 15 minutes b) the number of buses that cross the junction in 15 minutes (plot the histograms) (5)

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in a perfectly competitive market in the short run, as the market demand increases, the firms their output and their economic profits a. increase; increases b. decrease; decreases c. decrease; increases d. increase; decreases

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Time left 0:56:20 Question 3 Not yet answered Marked out of 3.00 Considering the circuit in the following figure, if V1 varies between -20 V and 0 V and Vb=5V, then the current D1 D2 Flag question through V1 is (assume ideal diodes): 4 ?? 2 ?? V1 Vo Vb 8 V O a. $\left(\frac{V1 +5}{4}\right)$ mA for V1 ? 5 V and Zero for V1 ? 5 V b. $\left(\frac{V1 +5}{4}\right)$ mA for V1 ? - 5 V and Zero for V1 ? -5 V c. $(V1 -5)$ mA for V1 ? - 5 V and Zero for V1 ? -5 V Od. $\left(\frac{V1 +5}{4}\right)$ mA for V1 ? - 5 V and Zero for V1 ? - 5 V

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