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rebecca roberts

rebecca r.

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1.1.1 Show how to find \( A \) and \( B \), Given \( A+B \) and \( A-B \).

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Which one of the following is not a valid state of a thread? Group of answer choices b) parsing a) running c) ready d) blocked

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Suppose a product's revenue function is given by $R(q) = -2q^2 + 800q$, where $R(q)$ is in dollars and $q$ is units sold. Find a numeric value for the marginal revenue at 6 units, and record your result in the box below. The Marginal Revenue $MR(6) = $_____ dollars per unit

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Alicia and Jordan have an arrangement in their marriage that seems to work for them. Alicia is the “breadwinner,” working full-time and earning an adequate salary to support the couple and their two children. Jordan is a stay-at-home father who is primarily responsible for taking care of the children and the home during the daytime. Each partner feels that the other contributes equally to their marriage, even though they contribute differently. According to the social exchange theory, their marriage is likely to be satisfying and happy.

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Refer to the graph below: Price (dollars) 50 40 30 20 10 S D Q 0 200 400 600 800 1,000 1,200 1,400 Quantity A floor price of $30 would cause...

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1. Use binary tree implementation to build the tree below. Then, show inorder, preorder, and postorder traversal results in the output. (2 marks) 1 2 3 4 7 6 5 2. Insert the following elements into a heap tree and display the heap contents in the output. Draw the heap tree in the submission sheet. 15, 10, 18, 5, 2, 12, 9, 20, 6 (3 marks)

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G(s) = \frac{1005}{s(s + 6.8)}\\ A proportional controller, i.e., a pure gain, is added to the forward path of a unity-gain negative feedback loop placed around the plant. The transfer function of this controller is:\\G_c(s) = K_p\\(a) Plot the root locus of this system using Matlab's rlocus command.\\(b) Find a value of $K_p$ that will produce a closed-loop system with a damping ratio $\zeta = 0.7$ (this can be approximate). Provide your chosen $K_p$ and the location of all closed-loop poles for this gain.\\(c) Calculate $T_s$, $T_p$, $T_r$ and \%OS for the value of $K_p$ and closed-loop poles found in part (b).\\(d) Plot the step response for the closed-loop system (T(s) not $G_c(s)*G(s)$) for your chosen $K_p$ to verify your results from (c).\\(e) Is it possible to choose a gain that decreases the settling time in this system while maintaining a damping ratio $< 0.7$? Why or why not?

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Describe how a pregnancy test works. Include what kind of assay it is, antigen, antibody and how you see the result. (3-4 sentences)

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b) Give two ways we could push the equilibrium toward the product. (2 points)

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Suppose that X and Y are Bernoulli random variables that represent whether two grant proposals are funded. Suppose $P(X = Y = 1) = a$ for $a \in [0, 1]$. Compute the maximum value of $cov[X, Y]$ and prove that it is the maximum.

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