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    Mole and Formula

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    AKS Review: Moles AKS Correlation 9c. Apply concepts of the mole and Avogadro’s number to conceptualize and calculate: -empirical/molecular formulas -mass‚ moles‚ and molecules relationships In all calculations that follow‚ SHOW ALL WORK AND USE SIGNIFICANT FIGURES. 1. Write Avogadro’s number in standard and in scientific notation. 2. What is a mole? 3. (a) In your own words‚ what is molar mass? (b) Find the molar mass of the following: Fe

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    Operating profit. Capital Budgeting is a part of: (a)Investment Decision (b) Working Capital Management (c) Marketing Management (d) Capital Structure A project’s average net income divided by its average book value is referred to as the project’s average: A. net present value. B. internal rate of return. C. accounting return. D. profitability index. E. payback period. The internal rate of return is defined as the: A. maximum rate of return a firm expects to earn on a project. B

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    example of a nonfinancial consideration in capital budgeting? a Will an investment generate adequate cash flows to promptly recover its cost? b Will an investment generate an acceptable rate of return? c Will an investment have a positive net present value? d Will an investment have an adverse effect on the environment? 3 Which of the following is not considered when using the payback period to evaluate an investment? a The profitability of the investment over its entire life. b The annual net cash

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    $2) – (4‚500 × $2) = $1‚000 U 4. Stiner Company’s total materials variance is      A) $2‚000 U.      B) $2‚000 F.      C) $2‚100 U.      D) $2‚100 F. = $1‚000 + $1‚000 = $2‚000 U 5. Which of the following will increase the net present value of a project?      A) An increase in the initial investment.      B) A decrease in annual cash inflows.      C) An increase in the discount rate.      D) A decrease in the discount rate. 6. Which of the following is true?      A) The form

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    Euclidian Algebra

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    Elements of Mathematics for Economists Bernard Cornet January 18‚ 2011 Contents Notation 1 Euclidean Spaces 1.1 Scalar Product and Associated Norm . . . . . . . . . . . . 1.1.1 Scalar Product . . . . . . . . . . . . . . . . . . . . 1.1.2 Norm Associated to a Scalar Product . . . . . . . . 1.1.3 Convergence in a Normed Space . . . . . . . . . . . 1.1.4 Euclidean Spaces and Hilbert Spaces . . . . . . . . 1.2 Matrices and Scalar Product . . . . . . . . . . . . . . . . . 1.2.1 Generalities on Matrices

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    TP Lesson Number Level of group Number of Ss Minutes 01 Intermediate 20 Lesson Aims (By the end of the lesson Ss will be better able to…) Main aim (systems: pronunciation): By the end of this lesson‚ Ss will be better able to ask personal questions focusing on using stress‚ intonation and tone more accurately Sub aim (skills: speaking): By the end of the lesson‚ Ss will have practiced the phonological features aforementioned and will be more confident and accurate when asking personal

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    Slovin's Formula

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    Slovin’s Formula Sampling Techniques * By Steph Ellen‚ eHow Contributor * When it is not possible to study an entire population (such as the population of the United States)‚ a smaller sample is taken using a random sampling technique. Slovin’s formula allows a researcher to sample the population with a desired degree of accuracy. It gives the researcher an idea of how large his sample size needs to be to ensure a reasonable accuracy of results. * When to Use Slovin’s Formula * If

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    Slovin Formula

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    required by the study Determine sample size ▪ Slovin Formula: ▪ n = N__ ▪ 1+NE² ▪ Where: n = sample size ▪ N = population size E = margin of error * desired Example: What should be the representative sample size if the population from which the sample will be taken is 10‚000 and the desired margin of error is 2%? Solution: To determine the sample size‚ use the formula; n = ___N__ 1+NE² n =

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    Physics Formulas

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    acceleration due to gravity at the Earth’s surface (g) g’ = (re2 / r2) g Acceleration due to gravity inside the Earth Here let r represent the radius of the point inside the earth. The formula for finding out the acceleration due to gravity at this point becomes: g’ = ( r / re )g In both the above formulas‚ as expected‚ g’ becomes equal to g when r = re. PROPERTIES OF MATTER Density The mass of a substance contained in unit volume is its density

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    Math Formulas

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    Average formula: Let a1‚a2‚a3‚......‚an be a set of numbers‚ average = (a1 + a2 + a3‚+......+ an)/n Fractions formulas: Converting a mixed number to an improper fraction: Converting an improper fraction to a mixed number: Formula for a proportion: In a proportion‚ the product of the extremes (ad) equal the product of the means(bc)‚ Thus‚ ad = bc Percent: Percent to fraction: x% = x/100 Percentage formula: Rate/100

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