Very Random

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    Jet Copies Case Study

    time. This was taken from the table that was given. Because we need 52 weeks of information I set numbers for 60 weeks, starting with column E6. I then went to G6 and typed in =RAND() to start a random number sequence and hit enter. I then clicked on G6 and right clicked and held down to set up 60 random numbers. I then went to the clipboard section and clicked copy. Then we clicked on F6, then right clicked, then clicked on past special, then clicked on values, then clicked ok to set the values

    Words: 920 - Pages: 4

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    Domestic Violence

    of the subset has an equal probability of being chosen. A simple random sample is meant to be an unbiased representation of a group. An example of a simple random sample would be a group of 25 employees chosen out of a hat from a company of 250 employees. In this case, the population is all 250 employees, and the sample is random because each employee has an equal chance of being chosen. Sampling error can occur with a simple random sample if the sample doesn't end up accurately reflecting the population

    Words: 415 - Pages: 2

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    Forecasting Hotel Demand

    ------------------------------------------------- PRRO HW5 4th Feb 2013 ------------------------------------------------- Anand Prasad | Yash Karnik | Samarth Mathur | Kavita Bhandari Q1 - What are the bid prices for each date? * The bid prices for each of the dates is as shown in the below mentioned table-1 * These are the shadow prices of each constraint * We have not include while calculating the dates on which the rooms sold exceeded the capacity of 198 rooms – as the solver

    Words: 515 - Pages: 3

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    Math 533 Project

    1) Mean: The mean of a set of numbers is the average. The mean is calculated by finding the sum of all the values and dividing by the number of values. 11+12+12+13+14+16+18+19+20 = 135 There are 9 numbers in the series, so the mean is: Mean = 135/9 = 15 Median: The median of a series of numbers is the number that appears in the middle of the list when arranged from smallest to largest. For a list with an odd number of members, the way to find the middle number is to take the number of members

    Words: 973 - Pages: 4

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    Pert Cpm Example

    Brook Museum Problem Sharon Katz is project manager in charge of laying the foundation for the new Brook Museum of Art in New Haven, Connecticut. Liya Brook, the benefactor and namesake of the museum, wants to have the work done within 41 weeks, but Sharon wants to quote a completion time that she is 90% confident of achieving. The contract specifies a penalty of $10,000 per week for each week the completion of the project extends beyond week 43. Activity Description Optimistic Pessimistic

    Words: 298 - Pages: 2

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    Capm Essay

    CAPM essay In the second scenario BBBY would use its $400 million in excess cash and borrow the remaining funds until Question 2 a) We will need to calculate the debt-to GDP ratio for each year separately in order to compute the total accumulation. The following equations and variables are used in question a) ∆b=g-t+r-y* b g-t=2 i=3 π=1 r=i-π=3-1=2 y=1 b=0,9 (=90%) Year 1 ∆b=2+2-1* 0,9=2,9 byear 1=90+2,9=92,9 Year 2 ∆b=2+2-1* 0,929=2,929 byear 2=92,9+2,929=95,829 Year 3

    Words: 766 - Pages: 4

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    Probability

    Assignment 2 Problem 1: Question 1. The probability of a case being appealed for each judge in Common Pleas Court. p(a) | 0.04511031 | 0.03529063 | 0.03497615 | 0.03070624 | 0.04047164 | 0.04019435 | 0.03990765 | 0.04427171 | 0.03883194 | 0.04085893 | 0.04033333 | 0.04344897 | 0.04524181 | 0.06282723 | 0.04043298 | 0.02848818 | Question 2. The probability of a case being reversed for each judge in Common Pleas Court. P® | 0.00395127 | 0.0029656 | 0.0063593

    Words: 1093 - Pages: 5

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    Maths

    Expected Value The expected value of a random variable indicates its weighted average. Ex. How many heads would you expect if you flipped a coin twice? X = number of heads = {0,1,2} p(0)=1/4, p(1)=1/2, p(2)=1/4 Weighted average = 0*1/4 + 1*1/2 + 2*1/4 = 1 Draw PDF Definition: Let X be a random variable assuming the values x1, x2, x3, ... with corresponding probabilities p(x1), p(x2), p(x3),..... The mean or expected value of X is defined by E(X) = sum xk p(xk). Interpretations: (i) The expected value

    Words: 1852 - Pages: 8

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    Bsbkx

    ANALYSIS OF DATA Sessions 1-5 2 Basic Concepts-I • An experiment is an occurrence whose result, or outcome, is uncertain. • The set of all possible outcomes is called the sample space for the experiment. 3 Example 4 One Die Two Dice 5 Basic Concepts-II • Given a sample space S, an event E is a subset of S. • The outcomes in E are called the favourable outcomes. • We say that E occurs in a particular experiment if the outcome of that experiment is one of the

    Words: 1240 - Pages: 5

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    Probability and Distributions

    Abstract The head of the American Intellectual Union (AIU) is looking for research data about Gender, Probability factors and several other data sets that they need to use for reporting purposes. This data will help the AIU make sound and responsible decisions in regards to the data that they are looking to collect. Memo To: Director, American Intellectual Union From: John C. Carter Date: 8/2/2014 Subject: Distribution and Probability of data collected Dear Sir: As we discussed

    Words: 823 - Pages: 4

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