Introduction to R (edX 1.1)

Introduction to R (edX 1.2)

Lab exercises on Create and Name Vectors.

Introduction to R (edX 2.1)

Introduction to R (edX 2.2)

Introduction to R (edX 2.3)

Lab exercises on Create and Name Matrices.

Introduction to R (edX 3.1)

Introduction to R (edX 3.2)

Introduction to R (edX 3.3)

Introduction to R (edX 4.1)

Introduction to R (edX 5.1)

Lab exercises on Subset and Extend Lists.

Introduction to R (edX 5.2)

Introduction to R (edX 6.1)

Lab exercises on Subset, extend and sort your data frame.

Introduction to R (edX 6.2)

Introduction to R (edX 7.1)

Introduction to R (edX 7.2)

Introduction to R (edX 7.3)

Intermediate R is the next stop on your journey in mastering the R programming language. In this R training, you will learn about conditional statements, loops, and functions to power your own R scripts. Next, make your R code more efficient and readable using the apply functions. Finally, the utilities chapter gets you up to speed with regular expressions in R, data structure manipulations, and times and dates. This course will allow you to take the next step in advancing your overall knowledge and capabilities while programming in R.

Continue your journey to becoming an R ninja by learning about conditional statements, loops, and vector functions.

Discover conditional statements, loops, and functions to power your own R scripts, and learn to make your R code more efficient using the apply functions.

Intermediate R

Probability is the study of making predictions about random phenomena. In this course, you'll learn about the concepts of random variables, distributions, and conditioning, using the example of coin flips. You'll also gain intuition for how to solve probability problems through random simulation. These principles will help you understand statistical inference and can be applied to draw conclusions from data.

In this course, you'll learn about the concepts of random variables, distributions, and conditioning.

Learn about random variables, distributions and conditioning, while gaining intuition for how to solve probability problems through random simulation.

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