Course
Introduction to Statistics in R
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Start Course for FreeWhat you'll learn
- Assess event probabilities with R functions and Recognize the defining parameters of uniform, binomial, normal, Poisson, exponential, and t distributions
- Differentiate measures of center and spread and Evaluate their suitability in the presence of skewness or outliers
- Distinguish between controlled experiments and observational studies, Assess potential confounding, and Recognize why correlation alone does not establish causation
- Evaluate the impact of sampling methods and sample size on sampling distributions, applying the Central Limit Theorem to Assess estimation accuracy
- Identify data types and Recognize suitable summary statistics and visualizations for each in R
Prerequisites
Data Manipulation with dplyr Intermediate RSummary Statistics
Random Numbers and Probability
More Distributions and the Central Limit Theorem
Correlation and Experimental Design
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FAQs
Is this course suitable for beginners?
Yes, this course is suitable for beginners. It is designed to equip you with the expertise you need to use sales data and develop your statistical skills and knowledge while introducing essential concepts like mean, median, and standard deviation, probability, and correlation.
What types of data does this course cover?
This course covers sales data, probability, and correlation, as well as other key concepts like mean, median, and standard deviation.
Who will benefit from this course?
Professionals in marketing, product, accounting, and finance role would benefit from having knowledge about statistics. Also, anyone wanting to learn about how to draw conclusions from data or make data-driven decisions in the workplace would benefit from this course.
How can I use summary statistics to draw my own conclusions?
Summary statistics such as mean, median and standard deviation provide you with a way to become more familiar with data and discover what it can tell you. By using this information to create histograms, and measure the strength of linear relationships, you can draw conclusions about your data.
What is the Central Limit Theorem?
The Central Limit Theorem states that the sum of a large number of random samples drawn from any distribution will tend to be normally distributed, regardless of the underlying distribution of the population from which samples are drawn.
What topics are explored in the Correlation and Experimental Design chapter?
In this chapter, you'll explore how to quantify the strength of a linear relationship between two variables, how confounding variables can affect the relationship between two other variables, and how to study the design of a data set to determine the reliability of conclusions made from the data.
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