1165 Words5 Pages

Probability and Distributions
Abstract
This paper will discuss the trends and data values and how they relate to statistical terms. Also will describe the probability of different actions to the same group of data. The data will be broke down accordingly to qualitative and quantitative data, and will be grouped and manipulated to show how the data in each group can prove to be useful in the workplace.
Memo To: Head of American Intellectual Union From: Abby Price Date: 3/05/2014 Subject: Data analysis from within the union’s surveys Dear Dr. Common:
I will be analyzing data given to me which was taken from a survey within the union from 186 employees. I will discuss probability and how its information is important*…show more content…*

In the case of the survey it is even at 50% male and 50% female, out of 186 employees there are 93 of each gender. With data it can be much easier to look at just a portion of that data on a table rather than trying to look at the whole data set. When presenting the data, using a distribution table you can include charts and graphs to better understand the data being presented. Distribution of Individuals by Gender Gender | Percentage | Females | 50% | Males | 50% | Tenure with Company Distribution by Gender | Under 2 years | 2-5 Years | Over 5 years | Male | 34 | 35 | 24 | Female | 49 | 16 | 28 | Percentage of the Survey Participants in Each Department Department | Percentage | Information Technology | 34% | Human Resources | 30% | Administration | 37% | Sample Mean for Extrinsic Value by Gender Gender | Mean Extrinsic Value | Male | 5.16 | Female | 5.07 | Probabilities The first probability I will be figuring is the probability of a person being 16-21 years of age. The Second figure will show the probability of an individual’s overall satisfaction score of a 5.2 or lower. The third calculation I will be doing is finding the probability of a female working in the human resource department. Lastly I will show the probability of a salaried employee having an intrinsic score of 5 or more. Classification | Count | Probability | Probability that an individual will be between 16–21 years of age | 61 | .32 |

In the case of the survey it is even at 50% male and 50% female, out of 186 employees there are 93 of each gender. With data it can be much easier to look at just a portion of that data on a table rather than trying to look at the whole data set. When presenting the data, using a distribution table you can include charts and graphs to better understand the data being presented. Distribution of Individuals by Gender Gender | Percentage | Females | 50% | Males | 50% | Tenure with Company Distribution by Gender | Under 2 years | 2-5 Years | Over 5 years | Male | 34 | 35 | 24 | Female | 49 | 16 | 28 | Percentage of the Survey Participants in Each Department Department | Percentage | Information Technology | 34% | Human Resources | 30% | Administration | 37% | Sample Mean for Extrinsic Value by Gender Gender | Mean Extrinsic Value | Male | 5.16 | Female | 5.07 | Probabilities The first probability I will be figuring is the probability of a person being 16-21 years of age. The Second figure will show the probability of an individual’s overall satisfaction score of a 5.2 or lower. The third calculation I will be doing is finding the probability of a female working in the human resource department. Lastly I will show the probability of a salaried employee having an intrinsic score of 5 or more. Classification | Count | Probability | Probability that an individual will be between 16–21 years of age | 61 | .32 |

Related

## Probability and Distributions in Qualitative Analysis

561 Words | 2 PagesProbability and Distributions Quantitative analysis can be a very complex undertaking, but a little understanding can go a long way. Before any statistical analysis or in-depth investigation of quantitative data is attempted, one should at least build an understanding of some of the basic elements of probability. The following paragraphs provide a definition and explanation of the two basic laws of probability and an examination of two types of probability distributions, and while this will not

## Midterm Exam Essay

1279 Words | 6 Pages0/ 1.0 Points If events A and B are mutually exclusive, then the probability of both events occurring simultaneously is equal to A.0.0 (CORRECT) B.1.0 C.0.5 D.any value between 0.5 and 1.0 Question 3 of 25 1.0/ 1.0 Points The table below shows the preferences for elective courses of students who are undecided about their majors. Philosophy Digital Art Film Studies Male 9 16 22 Female 6 18 14 What is the probability of randomly selecting a student who is female or prefers Digital

## Democracy And The Problem Of Distributive Justice

1443 Words | 6 Pagesquestions of individual liberties are taken as settled. In the just society, liberty, rights, and fairness are not subject to a utilitarian calculation nor are they susceptible to political bargaining. Reconnecting this interpretation of justice to distribution purely means that the virtue of justice, being concerned with the liberty, rights, and fairness of citizen 's in a society, must consider how the economic opportunities and social conditions affect the citizens in that society. While there may

## Model And Assumptions Of The Royle Nichols Model

1976 Words | 8 Pagesanimal. This model represents the spatial distribution of the species observed. Several assumptions are made but two of them are fundamental for this model. First one is that the spatial distribution of the animals across survey sites follows Poisson distribution, and second is the probability of detecting an animal at a site is a function of how many animals are actually at that site. The Poisson distribution represents the mechanism of spatial distribution which is simply how many animals occur

## Quantitative Techniques

28591 Words | 115 PagesDESCRIPTIVE 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

## Drought As A Recurring Extreme Climate Event

1386 Words | 6 PagesDrought as a recurring extreme climate event can be defined from various perspective, including meteorological, hydrological, agricultural and socio-economic aspects. Materials and Methods Study area Iran has an area of 1,648,000 km2, is situated in the south-western part of Asia. The climate is influenced by Iran 's location between the subtropical humidity of the eastern Mediterranean area, the subtropical aridity of the Arabian desert areas and its topographical features like presence of the

## Essay on Probability Theory and Random Variable

959 Words | 4 Pagesinfected. What is the probability that 3 randomly chosen client computers serviced by different servers (one per server) will all be infected? The probability that Alice’s RSA signature on a document is forged is () What is the probability that out of 4 messages sent by Alice to Bob at least one is not forged? Event A is selecting a “red” card from a standard deck at random. Suggest another event (Event B) that is compatible with Event A. What is the probability of getting 6 tails in

## Tutorial on Probablity

948 Words | 4 PagesNo. 3 MAL250(Probability and Stochastic Processes) 1. The percentage of alcohol (100X ) in a certain compound may be considered as a random variable, where X (0 < X < 1) has pdf fX (x) = 20x3 (1 − x), 0 < x < 1. Suppose that the selling price of the above compound depends on the alcohol contents. Speciﬁcally, if 1/3 < X < 2/3, the compound sells for c1 dollars/gallon otherwise it sells for c2 dollars/gallon. If the cost is c3 dollars/gallon, ﬁnd the probability distribution of the net proﬁt

## Advantages And Disadvantages Of Distribution-Free Control Charts

879 Words | 4 PagesWe present an overview of literature on nonparametric or distribution-free control charts for uni-variate variable data. We highlight various advantages of these charts while pointing out some of the disadvantages of the more traditional, distribution based control charts. Specific observations are made in the course of review of articles and constructive criticism is offered so that opportunities for further research can be identified. Connections to some areas of active research are made, such

## Reflection Paper On Inequality

1274 Words | 6 PagesThe lecture presented in class (Inequality in Education and Employment) was a particularly salient topic for me. As part of my Bachelor’s degree, in Philosophy, I was required to present and defend a thesis. My thesis was a defense of democracy from the problems of distributive justice. Over the course of two years, I spent countless hours reading, writing, and debating the fine points on inequality. Therefore, the subject matter is not something new for me, nor do I think there is a simple solution

### Probability and Distributions in Qualitative Analysis

561 Words | 2 Pages### Midterm Exam Essay

1279 Words | 6 Pages### Democracy And The Problem Of Distributive Justice

1443 Words | 6 Pages### Model And Assumptions Of The Royle Nichols Model

1976 Words | 8 Pages### Quantitative Techniques

28591 Words | 115 Pages### Drought As A Recurring Extreme Climate Event

1386 Words | 6 Pages### Essay on Probability Theory and Random Variable

959 Words | 4 Pages### Tutorial on Probablity

948 Words | 4 Pages### Advantages And Disadvantages Of Distribution-Free Control Charts

879 Words | 4 Pages### Reflection Paper On Inequality

1274 Words | 6 Pages