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Course: GBS221 First Term: 2011 Fall
Final Term: Current
Final Term: 2016 Spring
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Lecture 3 Credit(s) 3 Period(s) 3 Load
Credit(s) Period(s)
Load
Subject Type: AcademicLoad Formula: S |
MCCCD Official Course Competencies | |||
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1. Collect, organize, present, analyze, and interpret numerical data using frequency distributions and graphical presentations. (I)
2. Calculate and interpret the measures of central tendency for either raw or grouped data. (I) 3. Calculate and interpret the measures of dispersion and skewness for a data set. (I) 4. Use discrete and continuous probability distributions in probability applications. (II) 5. Explain probability sampling and sampling distributions, and describe their uses. (III) 6. Use statistical inference techniques and confidence levels for decision making when testing hypotheses. (IV) 7. Use regression and correlation analysis, and interpret the results of the analysis. (V) 8. Use statistical process management and control charting to solve statistical quality control problems. (VI) | |||
MCCCD Official Course Competencies must be coordinated with the content outline so that each major point in the outline serves one or more competencies. MCCCD faculty retains authority in determining the pedagogical approach, methodology, content sequencing, and assessment metrics for student work. Please see individual course syllabi for additional information, including specific course requirements. | |||
MCCCD Official Course Outline | |||
I. Collection, Organization, Presentation, Analysis, and Interpretation of Numerical Data
A. Frequency Distribution B. Graphical Representation 1. Histogram 2. Frequency Polygon C. Measures of Central Tendency (Ungrouped and Grouped) 1. Mean 2. Median 3. Mode D. Measures of Dispersion (Ungrouped and Grouped) 1. Range 2. Variance 3. Average Deviation 4. Standard Deviation 5. Empirical Rule 6. Skewness 7. Relative Dispersion II. Probability, Counting Methods, and Probability Distributions A. Rules of Multiplication and Addition B. Bayes Theorem C. Combinations and Permutations D. Random Variables E. Discrete Random Variables F. The Binomial Distribution G. Poisson Distribution H. The Normal Probability Distribution III. Sampling Methods and Sampling Distribution A. Probability Sampling B. Sampling Error C. Sampling Distribution of the Means D. Central Limit Theorem E. Confidence Intervals F. Selecting a Sample Size 1. Mean 2. Proportion IV. Hypothesis Testing A. Large Samples 1. Means a. Testing One Population Mean b. Testing the Difference Between Two Population Means 2. Proportions a. Testing One Population Proportion b. Testing the Difference Between Two Population Proportion B. Small Samples 1. Testing One Population Mean 2. Comparing Two Population Means V. Regression and Correlation A. Coefficients of Correlation and Determination B. Testing the Significance of the Coefficient of Correlation C. Regression Equation D. Standard Error of the Estimate E. Confidence-Interval Estimates VI. Statistical Quality Control A. The Control Chart B. Acceptance Sampling | |||
MCCCD Governing Board Approval Date:
4/24/2007 |