
Explore linear regression by plotting a line from two numerical variables, and interpret slope, intercept, and positive or negative relationships.
Apply the normal distribution and the empirical rule to compute areas under the curve for percentages below or above a z-score using the z-table, with mean and standard deviation.
Explore the basics of probability with coin tosses, dice, and marbles to compute simple outcomes and events. Contrast theoretical and experimental probability and relate them to data science applications.
Explore statistical significance through real-world experiments on advertising effects on children's eating, and master probability concepts, including sample space, independent events, and the addition rule.
Master permutation and combination concepts for data science and machine learning through practical examples, building sample spaces and applying factorial-based formulas to compute arrangements and probabilities.
This course is designed to get an in-depth knowledge of Statistics and Probability for Data Science and Machine Learning point of view. Here we are talking about each and every concept of Descriptive and Inferential statistics and Probability.
We are covering the following topics in detail with many examples so that the concepts will be crystal clear and you can apply them in the day to day work.
Extensive coverage of statistics in detail:
The measure of Central Tendency (Mean Median and Mode)
The Measure of Spread (Range, IQR, Variance, Standard Deviation and Mean Absolute deviation)
Regression and Advanced regression in details with Hypothesis understanding (P-value)
Covariance Matrix, Karl Pearson Correlation Coefficient, and Spearman Rank Correlation Coefficient with examples
Detailed understanding of Normal Distribution and its properties
Symmetric Distribution, Skewness, Kurtosis, and KDE.
Probability and its in-depth knowledge
Permutations and Combinations
Combinatorics and Probability
Understanding of Random Variables
Various distributions like Binomial, Bernoulli, Geometric, and Poisson
Sampling distributions and Central Limit Theorem
Confidence Interval
Margin of Error
T-statistic and F-statistic
Significance tests in detail with various examples
Type 1 and Type 2 Errors
Chi-Square Test
ANOVA and F-statistic
By completing this course we are sure you will be very much proficient in Statistics and able to talk to anyone about stats with confidence apply the knowledge in your day to day work.