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todd pazos

todd p.

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Liability for payment on a negotiable instrument extends only to those who sign the instrument. Question 14 options: TrueFalse

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The Al for sodium in adults is ____ mg/day. ? 1000 ? 2500 ? 2000 ? 1500

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provide both possible pairs of starting materials. provide arguements for why each pair could have a faster diels alder formation rate than the other

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Question 4 1 pts You will be completing the extraction of caffeine with dichloromethane and water. In which solvent will the caffeine be found after the layers are mixed, and is this the top or bottom layer? Dichloromethane - top layer Dichloromethane - bottom layer Water - top layer Water - bottom layer

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Correct answer will give you upvote and wrong will give you downvote\n 123. Calculate the fault current in a system with a 75kVA transformer and 6% impedance.

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GROUP WORK 2, SECTION 17.2 Equations With Sines 1. Consider the equation $y'' + y = \sin t$. (a) What is the general solution to $y'' + y = 0$? (b) Find the most general solution to the original equation. (Hint: You might try variation of parameters or guess a particular solution of the form $At \sin t + Bt \cos t$. Why do we need the factor of $t$ ?) 2. Consider the equation $y'' + y = \sin kt$, $k \neq 1$. Find the most general solution to this linear equation 3. Let $y_1(t)$ be the solution to the equation in Problem 1 and $y_k(t)$ be the solution to the equation in Problem 2 satisfying the initial value conditions $y(0) = 0$, $y'(0) = 1$. For fixed $t$, compare $\lim_{k \to 1} y_k(t)$, $y_1(t)$.

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Please show work and state units where appropriate. You can keep the units as they are stated in the problem. 1. According to the Michaelis-Menten equation, what is the $v/V_{max}$ ratio when $[S] = 4K_m$? 2. If $V_{max} = 100 \mu mol/mL \cdot sec$ and $K_m = 2 mM$, what is the ve- locity of the reaction when $[S] = 20 mM$? 3. For a Michaelis-Menten reaction, $k_1 = 7 \times 10^7/M \cdot sec$, $k_{-1} = 1 \times 10^3/sec$, and $k_2 = 2 \times 10^1/sec$. What is the value of $K_m$? 4. The following kinetic data were obtained for an enzyme in the absence of any inhibitor (1), and in the presence of two dif- ferent inhibitors (2) and (3) at 5 mM concentration. Assume $[E_T]$ is the same in each experiment. No Inhibitor Inhibitor A Inhibitor B If needed, see text for relationship between $K_m$, $k_1$, $k_2$, and $k_{-1}$.

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6. Given an $n$-vertex graph $G$, denote by $\delta = \delta(G)$ its minimum degree. Prove that the independence number \begin{align*} \alpha(G) \le n \cdot \frac{-\lambda_1 \lambda_n}{\delta^2 - \lambda_1 \lambda_n} \end{align*} (Hint: use the Higman-Sims interlacing technique.)

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1. The following income statement is complete except for a few captions with bold lines on the left, and amounts with dotted lines on the right. You are to fill in the most likely captions and amounts (ignore income taxes): Karl Company Income Statement For the Year Ended December 31, 2010 Gross sales revenue Sales discounts $---------- $3,000 $ 5,000 101,000 Cost of goods sold: 12,000 77,000 Ending inventory Operating expenses 38,000 $ 16,000

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3. (15 marks) Let $U_1$ and $U_2$ be independent random variables, each having Uniform([0, 1]) distribution. (a) Find the density of $Y = U_1U_2$. Determine $E(Y)$ and $var(Y)$ with and without using the density of $Y$ and verify that they are the same. (b) Repeat the same for the case that $Y = U_1 - U_2$.

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