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Which Gestalt principle is correctly aligned with its description? Multiple Choice proximity-stimuli closer to one another tend to be grouped together simplicity-stimuli resembling one another tend to be grouped together closure-stimuli are perceived in the most basic manner possible similarity-the tendency to fill in small gaps in objects

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Why are nonprofit corporations tax exempt? Group of answer choices They are too few in number to matter to the government. Because they pay a different form of tax than regular corporations. Because they donate money to foundations. Because they use the money they collect to help improve society.

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If all firms in this market can bid for the exclusive right to use this technology, would you expect the highest bidder to make an economic profit? Explain.

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Which of the following diseases killed one-third of the population of Europe in a four-year span (1347-1351)? O cholera O pneumonia O tuberculosis O smallpox O plague

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Question 22 (1 point) The term for a sermon about Buddhist teachings is: Sunyata talk Dharma talk Nirvana talk Brahma talk

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Which of the following is true of a primary amine (R-NH$_2$)? a It can react with an aldehyde in the presence of a weak acid to form an imine b It can reaction with an acid anhydride to form an amide c It can react with excess methyl iodide to form a quaternary ammonium salt. d All of the above.

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Find the area between y=1.2x+3 and y=x^2-2. Round your limits of integration and answer to 2 decimal places.

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3. A vertical cylinder of length L and radius R is initially at a temperature $T_0$. The wall and bottom face of the cylinder are well insulated. The top face of the cylinder is exposed uniformly to a laser which imparts a known amount of energy to the cylinder, i.e., at $z = L$ $\pi R^2 k \frac{\partial T}{\partial z} = Q(t)$ where $Q(t)$ is a known and controllable function ($Q > 0$). a) Assume constant thermal conductivity. Derive the equation that governs the temperature distribution. List the initial and boundary conditions. b) Take the Laplace transform of the equation in part (a) and find the expression for $\bar{\theta}(Z)$ where $\bar{\theta} = (T - T_0)$ and $Z = z/L$ and $Q(t)$ is an impulse. c) Invert $\bar{\theta}$ to find $\theta(Z, \tau)$ where $\tau$ is a dimensionless time. d) Find the asymptotic small-time behavior of $\theta$ at $Z = 1.$

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14. [0/1 Points] DETAILS PREVIOUS ANSWERS SCALCET9 13.2.025 Find parametric equations for the tangent line to the curve with the given parametric x = $t^2 + 1$, y = $8\sqrt{t}$, z = $e^{t^2 - t}$, (2, 8, 1) (x(t), y(t), z(t)) = ($2 + 4t, 8 + \frac{4}{\sqrt{8}}t, 1 + t$) Need Help? Read It Submit Answer 15. [-/1 Points] DETAILS SCALCET9 13.2.027. Find parametric equations for the tangent line to the curve with the given parametric x = $e^{-4t} \cos(4t)$, y = $e^{-4t} \sin(4t)$, z = $e^{-4t}$, (1, 0, 1) (x(t), y(t), z(t)) = ( ) Need Help? Read It Watch It Submit Answer 16. [-/1 Points] DETAILS SCALCET9 13.2.028. Find parametric equations for the tangent line to the curve with the given parametric x = $\sqrt{t^2 + 24}$, y = $\ln(t^2 + 24)$, z = t, (5, $\ln(25)$, 1) (x(t), y(t), z(t)) = ( )

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C < Courses https://www.vlab.academy/learn/student/workbench2.x Problem 2: School Tuition 20 pts Suppose that the tuition for an ABC university is $10,000 this year -2018. The board of trusty decided there will be 5% increases every year for the next 10 years. for example, in 2019, the 5% increase in the tuition of the previous year (2018) is going to be $500, so in 2019 the tuition is going to be $10,500, While in 2020, the 5% tuition increase of the previous year (2019) is going to be $525, so the tuition of 2020 is going to be $11,025 and so on. Write a code that computes the tuition in ten years (from 2018- 2028) and the total cost of four years' worth of tuition after the tenth year -for a student who will be a freshman by 2027- Year Tutiton 2018 $10000 2019 $10500 2020 $11025 2028 $16288.94 A student who will be a freshman in 2028 will pay $16288.94 for that year only. While the total cost of his college's tuition when he is going to gradute in 2032 will be $70207.39.

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patty w.