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Compare the stability of an amonia complex and ethylenediaminetetraacetate, (H2Y3-) complex with

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BSP 26W1-Practical 1.pdf Organize the data using the appropriate technique, hence determine: a) The relative frequencies. b) The percentages. Plot the bar graph of the data and comment. 5. Suppose the data below represents the salaries of all the company's 10 employees. Position of employee Salary (R) CEO 43000 Director 39000 General manager 30000 Manager 23000 Ass. Manager 20000 Coordinator 15000 Ass. Coordinator 10000 Personal assistant 9000 General worker 6500 General worker 6500 Determine the value of: The mode. The median. The arithmetic mean. The snow depth at Cape Point in the Snowy Mountains was measured (to the nearest centimetre) for twenty-five days and recorded as follows: 242, 228, 217, 210, 253, 239, 266, 242, 251, 240, 223, 219, 246, 260, 258, 225, 234, 230, 249, 245, 254, 243, 235, 231, 257. Represent the data using the stem and leaf technique. Group the data using the Sturge's formula, hence: a) Plot the histogram and determine the type of distribution. b) Plot the polygon. c) Plot the less than and more than ogives. Calculate the value of: a) The mode. b) The median. c) The Arithmetic mean. N.B: ANSWER ALL THE QUESTIONS

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Cults typically recruit their members by small increments. For example, recruiters might first ask people to dinner, then to a weekend activity, then to a weekend retreat, and then invite these people to help recruit more members. Such a process is best described as the ____ strategy of inducing compliance

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Solve the system $ A x=d $ by matrix inversion, where \[ \begin{array}{l} 4 x+3 y=28 \\ 2 x+5 y=42 \end{array} \]

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4.) Propose a synthesis for the reaction given below, using only the sources of carbon listed in the reactants. You may use any other inorganic reagents needed. For each step, show the reagents used and the intermediate formed. (Note: I do not need to see any arrow-pushing, only starting materials, reagents, intermediates, and the final product) (10 points) OH + excess CH$_3$Br

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The astronaut weighs 170 N on the Moon's surface. He is in a circular orbit about the Moon at an altitude of three-fourths the Moon's radius. What gravitational force does the Moon exert on him? Answer in units of N.

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Factor the perfect square trinomial.\\ $49z^2 - 42z + 9$

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What is the surface of the cone?

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Evaluate the following as true or false.\\ $\int_0^3 \frac{dx}{x - 1} = \ln|x - 1|_0^3$\\ $\qquad = \ln 3 - \ln 1$\\ $\qquad = \ln 3$\\ Select one:\ a. True\ b. False

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Let's Assess due Nov 23, 2022 22:38 NZDT Question 1a 3 points possible (graded) Consider the function $f(x, y, z) = x^2 y^3 z - x^2 + e^{x^2} z^4$. Find the partial derivative $f_x(x, y, z)$. Write your answer in the form $ax^b y^c z^d + ex^f + gx^h e^{x^i} z^j$ stating the values of the real numbers $a, b, c, d, e, f, g, h, i, j$ in the boxes below. $ \lambda = $ $ \delta = $ $ \epsilon = $ Submit You have used 0 of 2 attempts Question 1b 3 points possible (graded) Find the partial derivative $f_x(x, y, z)$. Write your answer in the form $ax^b y^c z^d + ex^f + gx^h e^{x^i} z^j$ stating the values of the real numbers $a, b, c, d, e, f, g, h, i, j$ in the boxes below. $ \lambda = $ $ \delta = $ $ \epsilon = $ Save

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justin m.