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# Ch 1 introduction f09

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### Ch 1 introduction f09

1. 1. Chapter One: An Introduction to Business Statistics Statistics Applications in Business and Economics Basic Vocabulary Terms Populations and Samples Dr. Constance Lightner- Fayetteville State Univ 1
2. 2. Applications in Business and Economics Accounting Public accounting firms use statistical sampling procedures when conducting audits for their clients. Finance Financial analysts use a variety of statistical information, including priceearnings ratios and dividend yields, to guide their investment recommendations. Marketing n A mr F o Electronic point-of-sale scanners at retail checkout counters are being used to collect data for a variety of marketing research applications. Dr. Constance Lightner- Fayetteville State Univ 2
3. 3. Production A variety of statistical quality control charts are used to monitor the output of a production process. Economics n A mr F o Economists use statistical information in making forecasts about the future of the economy or some aspect of it. Dr. Constance Lightner- Fayetteville State Univ 3
4. 4. Basic Vocabulary Terms Statistics is the art and science of collecting, analyzing, presenting and interpreting data Data are the facts and figures that are collected, summarized, analyzed, and interpreted. Data can be further classified as being qualitative or quantitative. The statistical analysis that is appropriate depends on whether the data for the variable are qualitative or quantitative. In general, there are more alternatives for statistical analysis when the data are quantitative. Dr. Constance Lightner- Fayetteville State Univ 4
5. 5. Qualitative Data Qualitative data are labels or names used to identify an attribute of each element. Qualitative data use either the nominal or ordinal scale of measurement. Qualitative data can be either numeric or nonnumeric. The statistical analysis for qualitative data are rather limited. Dr. Constance Lightner- Fayetteville State Univ 5
6. 6. Quantitative Data Quantitative data indicate either how many or how much. – Quantitative data that measure how many are discrete. – Quantitative data that measure how much are continuous because there is no separation between the possible values for the data. Quantitative data are always numeric. Ordinary arithmetic operations are meaningful only with quantitative data. Dr. Constance Lightner- Fayetteville State Univ 6
7. 7. Quantitative and Qualitative Data A qualitative variable is a variable with qualitative data A quantitative variable is a variable with quantitative data. Dr. Constance Lightner- Fayetteville State Univ 7
8. 8. Additional Terms The elements are the entities on which data are collected. The set of measurements collected for a particular element is called an observation. A variable is a characteristic of interest for the elements. Dr. Constance Lightner- Fayetteville State Univ 8
9. 9. Example Observation Variables Company Dataram EnergySouth Keystone LandCare Psychemedics n A mr F o Elements Stock Annual Earn/ Exchange Sales(\$M) Sh.(\$) AMEX OTC NYSE NYSE AMEX 73.10 74.00 365.70 111.40 17.60 Data Set 0.86 1.67 0.86 0.33 0.13 Datum Dr. Constance Lightner- Fayetteville State Univ 9
10. 10. Short Exercise In the previous example, determine which variables are qualitative and which are quantitative. Ans: Stock exchange is qualitative. Annual Sales and Earn/Shares is quantitative. Dr. Constance Lightner- Fayetteville State Univ 10
11. 11. Populations and Samples The population is the set of all elements of interest in a particular study. A sample is a subset of the population. Dr. Constance Lightner- Fayetteville State Univ 11
12. 12. Populations and Samples Population n A mr F o Sample Dr. Constance Lightner- Fayetteville State Univ 12
13. 13. Descriptive Statistics and Statistical Inference Descriptive Statistics is tabular, graphical, and numerical methods used to summarize data. Dr. Constance Lightner- Fayetteville State Univ 13
14. 14. Example: Hudson Auto Repair Descriptive Statistics Graphical Summary (Histogram) 18 Frequency 16 14 12 10 8 6 4 2 n A mr F o 50 60 70 80 90 100 110 Parts Cost (\$) Dr. Constance Lightner- Fayetteville State Univ 14
15. 15. Numerical Descriptive Statistics The most common numerical descriptive statistic is the average (or mean). n A mr F o Hudson’s average cost of parts, based on the 50 tune-ups studied, is \$79 (found by summing the 50 cost values and then dividing by 50). Dr. Constance Lightner- Fayetteville State Univ 15
16. 16. Statistical Inference is the process of using information obtained from analyzing a sample to make estimates about characteristics of the entire population. Dr. Constance Lightner- Fayetteville State Univ 16
17. 17. Example: Hudson Auto Repair Process of Statistical Inference 2. A sample of 50 engine tune-ups is examined. 4. The value of the sample average is used to make an estimate of the population average. n A mr F o 1. Population consists of all tune-ups. Average cost of parts is unknown. 3. The sample data provide a sample average cost of \$79 per tune-up. Dr. Constance Lightner- Fayetteville State Univ 17
18. 18. Random Sampling A procedure for selecting a subset of the population units in such a way that every unit in the population has an equal chance of selection. Since the validity of all statistical results depend upon the original sampling process, it is essential that this process is “blind”. This implies that every element in the population is equally likely to be selected for the sample without bias. Dr. Constance Lightner- Fayetteville State Univ 18
19. 19. END OF Chapter 1 Dr. Constance Lightner- Fayetteville State Univ 19