
Explore the two main branches of statistics—descriptive statistics describe data with measures like mean, median, mode, and percentiles; inferential statistics derive population inferences using correlation, regression, chi-square, and anova.
Distinguish statistics as sample characteristics from parameters as population characteristics, illustrated with mean and standard deviation, and learn symbols x bar, mu, s, sigma, n, and N.
Explore how data comprise observations of a variable, such as student scores from 0 to 100, with each score an observation. Define value, values, and datum in this dataset.
Explore how data are the observed values of variables using Covid data across countries; define variables such as country, confirmed cases, cases per million, recovered, and deaths.
Explore ordinal scales as ordinal variables with rank ordering, illustrated by education level, tall/short/average height, and socioeconomic status.
Examine the debate whether Likert scales are ordinal or interval, including constant spacing assumptions. Conclude that current consensus treats Likert scales as ordinal in social science.
Explore how to build a frequency distribution from a market survey of favorite eating options, determine total respondents, and count each option using manual tally or Excel.
Create numeric and string vectors in R using the assignment operator and c, assign values to score or marks, and build a performers vector with quotes to verify with mean.
Define geometric mean as the nth root of the product of sample values and illustrate with a dataset of ten students' marks, using log transformation and anti log in Excel.
Learn to calculate geometric mean using three methods: nth root, log-based methods, and the geo mean function in Excel, with a practical example and cross-method validation.
Explore the properties of the harmonic mean and its use for rates, speed, or ratios. Avoid it with zeros, no change, or large and small disparities.
Learn to calculate the mean for grouped data using midpoints and frequencies, applying the formula sum f x over sum f to analyze office absenteeism and guide HR decisions.
Learn to calculate quartiles for discreet data in an even ungrouped series, using Q1 = (n+1)/4 and Q3 = (3n+1)/4, with Excel sorting and interpolation.
Calculate quartiles for class interval data using Q1 and Q3 with n, cf, f, and L1/L2, illustrated by real estate price data to guide pricing decisions.
Learn to calculate quartiles in SPSS through analyze, frequencies, move the variable to the box, select quartiles, and compare with Excel; first quartile 25.25 and third quartile 74.
Compute the seventh decile for continuous data in a class interval using the decile formula with L1, L2, f, cf, n, and k.
Compare percentile calculations across inclusion and exclusion methods using SPSS and Excel, estimating 70th, 85th, and 90th percentiles, noting slight method-based differences.
Compute the range for continuous data or the coefficient of range by subtracting the lower limit from the upper limit in class intervals, using real estate price data.
Master mean deviation as a dispersion measure and learn to calculate it for range and quartile deviation alongside individual, discrete with frequency, and continuous class interval data.
Learn to calculate the sample standard deviation for ungrouped data in SPSS by importing data from Excel, using descriptive statistics, and validating results with mean, min, max, and variance.
Learn how to calculate population standard deviation and compare it with SPSS's sample standard deviation, and note that SPSS provides only sample SD, requiring manual population SD calculation in Excel.
Explore symmetric and asymmetric distributions by examining how data align around the mean, median, and mode, with examples from sales and IQ scores.
Describe skewness as distortion from the normal distribution, and distinguish positive skewness (left-heavy data with a right tail) from negative skewness (right-heavy data with a left tail).
Bowley's coefficient of skewness uses quartiles to assess skewness, comparing median distances to Q1 and Q3 with the difference between Q3 and Q1, signaling positive, negative, or zero skewness.
Get familiar with the Jupyter notebook interface by creating and running Python cells, and by copying, pasting, and deleting them, and by writing code.
Welcome to this course on Discovering Statistics!
Statistics is the foundation of all other statistical disciplines. It helps us to understand the world around us. It is the first step towards understanding the world. A statistician must be able to calculate basic statistics. He can use these statistics to analyze and interpret data. He can also use them to make decisions.
This is a comprehensive five in one course in statistics covering the following:
Manual calculation of basic and advanced statistics in a state by step manner along with a conceptual explanation
Demonstration of calculation using Excel to boost your confidence like how managers do statistics
Demonstration of calculation using IBM SPSS Statistics to boost your confidence like how Researchers do statistics
Demonstration of calculation using R-Package to boost your confidence like how Researchers and Data Scientists do statistics
Demonstration of calculation using Python to boost your confidence like how Programmers and Data Scientists do statistics
Pedagogy:
The course will be delivered in an easy-to-understand and self-explanatory manner. The course will provide you with the skills to learn the concepts of statistics. The course will help you to master the use of statistical software and to understand the concepts of statistics.
The course will start with the basics of statistics. It will explain how to calculate the most important statistics manually. Then, it will show how to calculate them using four software i.e., Excel, SPSS, R, and Python. Finally, it will give a detailed conceptual explanation of statistics.
30-Day Money-Back Guarantee! No Questions Asked!
We’re so confident you’ll love the course, we are giving you a full 30 days to test it out!
That means you can enroll now and start learning today, and if you’re not satisfied, within 30 days of your purchase, you can take your full refund! No questions asked!
But don’t worry, you don’t have to wait 30 days to start enjoying the results!