ax Laws of logarithms 1.2 The nth term of an arithmetic sequence The sum of n terms of an arithmetic sequence 1.1 log c a log c b log c ab a log c a log c b log c b log c a r r log c a Change of base 1.3 Binomial coefficient Binomial theorem Mathematics SL formula booklet 1
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DESCRIPTIVE STATISTICS & PROBABILITY THEORY 1. Consider the following data: 1‚ 7‚ 3‚ 3‚ 6‚ 4 the mean and median for this data are a. 4 and 3 b. 4.8 and 3 c. 4.8 and 3 1/2 d. 4 and 3 1/2 e. 4 and 3 1/3 2. A distribution of 6 scores has a median of 21. If the highest score increases 3 points‚ the median will become __. a. 21 b. 21.5 c. 24 d. Cannot be determined without additional information
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Final Biology Exam Review Unit One: Cellular Processes Definitions: Apoptosis – Known as cell suicide‚ lysosomes break open and decompose the entire cell. Triglyceride – A lipid molecule composed of glycerol and three fatty acids. Simple diffusion – Movement of particles from an area of high concentration to an area of low concentration. It goes through the phospholipid bilayer. Facilitated diffusion – Diffusion of particles through the cell membrane‚ assisted by transmembrane proteins
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G036 * Yes because the p-value is less than 0.05 or No‚ because the p-value is greater than 0.05 * The coefficient of variation is the standard deviation of a data set‚ divided by the mean of the same data set. * Z score = x -ms * The Independent part is what you‚ the experimenter‚ changes or enacts in order to do your experiment. The dependent variable is what changes when the independent variable changes - the dependent variable depends on the outcome of the independent variable
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STATISTIC (1) A study of the number of cars sold looked at the number of cars sold at 500 Dealers The smallest dealer had 11 cars sold and the largest had 154 cars sold. If you were going to create a frequency distribution of the number of cars sold using six classes in your frequency distribution‚ which of the following might be a reasonable first class? (a) 0 to 25
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with degrees that are high‚ can be as a matter of fact‚ reduced into binomial equations. The purpose basically being that of bringing experience to the reader. For example‚ breaking down an integer that is given when adding more than two squares that are neighbors. On the contrary‚ book X deals mostly with rational sides in triangles that have a right side. Furthermore‚ the missing books contain content that deals with binomial equations in which Diophantus stated he will later treat the case of
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8 9 10 .02 .09 .15 .41 .51 .66 .73 .97 .98 1.0 a) Answer _______________________ c) Answer _______________________ d) Answer _______________________ e) Answer _______________________ 2. For a binomial distribution using and ‚ determine the value . =
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FINS 5535 Computer Assignment For this assignment‚ you may work in groups of up to four. The due date for the assignment is Friday‚ 1 June‚ 2012 by 6:00pm. You may hand in the assignment at the Banking and Finance assignment boxes on the ground floor of the Australian School of Business building. To find the assignment boxes‚ go to the west elevator (further from the bookstore‚ closer to the Roundhouse)‚ and go straight out the back through the glass doors (left of the elevator). On the left-hand
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UNIVERSITY OF LA VERNE COLLEGE OF BUSINESS AND PUBLIC MANAGEMENT BUS 500C QUANTITATIVE & STATISTICAL ANALYSIS COMPREHENSIVE FINAL EXAMINATION 1. The personnel director for a business organization has identified 10 individuals as qualified candidates for 3 managerial training positions her firms seeks to fill. Use the appropriate rule to give the number of different combinations of the 10 individuals who could be chosen for the 3 positions. As discussed in class we would use the combination
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document consists of 5 printed pages and 3 blank pages. MCS UCH206 S53343/5 © UCLES 2004 [Turn over 2 Mathematical Formulae 1. ALGEBRA Quadratic Equation For the equation ax2 + bx + c = 0‚ –b ± √ b2 – 4ac x = –––––––––––––– . 2a Binomial Theorem (a + b)n = an + (n) a 1 n – 1b + (n) a 2 n – 2 b2 +…+ ( nr ) a n – r br + … + b n‚ where n is a positive integer and –––––––– ( nr ) = (n –n! r! . r)! 2. TRIGONOMETRY Identities sin2 A + cos2 A = 1. sec2
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