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dawn hernandez

dawn h.

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Show the reaction between (R)-2-bromooctone and NaOH The mechanism? Rate Equation? Free energy diagram? And stereochemistry of the products?

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As people age neural shrinkage related to blank tends to be especially prevalent

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How many HDI's does the following chemical formula have? $C_9H_{14}$

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in the reaction below, 7.0 mol of NO and 5.0 mol of O2 are reacted together. the reaction generates 2.6 mol of NO2. what is the percent yied for the reaction?

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which term describes the potential energy released from chemical bind upon oxidation?

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Although group effectiveness is difficult to define and is related to the purposes and leadership of the group, some general principles have been agreed upon as universal. For example, group processes generally are most effective when the group:A.) Has an authoritarian leader who maintains interpersonal rules and directions for the groupB.) Develops new ways of functioning in response to emerging needs and patterns of interaction among group membersC.) Identifies group members who inhibit movement towards the group's goalsD.) Works on several group tasks simultaneously, thereby increasing group efficiency

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Problem 7 Find the global maximum and minimum of f(x) = $$ \frac{4}{3}x^3 + 6x^2 + 9x $$ on the interval [-√2, 4].

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As of 2010, Group of answer choices no single racial group constituted a majority in California. Asians were the largest single minority group in California. Whites remained a majority in California. Hispanics became a majority in California.

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1. Calculate the eigenvalues of matrix A_1 by solving the characteristic equation det(A_1 - λI) = 0. 2. Find the eigenvectors corresponding to each eigenvalue of A_1. 3. Diagonalize matrix A_1 by expressing it as A_1 = PDP^(-1), where D is the diagonal matrix of eigenvalues and P is the matrix of eigenvectors. 4. Compute e^(A_1t) using the diagonalized form: e^(A_1t) = Pe^(Dt)P^(-1). 5. Substitute the matrix A_1 back into the expression to find e^(A_1t) or f(A_2) if f(λ) = e^(λt).

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(c) Cika will invest on two securities which is bonds and common shares. The bonds issued have a coupon payment of 22 percent semi-annually, with a maturity of 40 years, and RM1,000 par value. The company had just announced a dividend of RM3.20 for the share and expected to grow at 21 percent for 4 years and 5 percent indefinitely. Shareholders require 12 percent rate of return while bondholders require 10 percent rate of return. The market price for bonds RM1,600 and share are RM67.20. Calculate the intrinsic value for both securities and justify whether worth to buy it or not.

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