How to Calculate the Mean of Multiple Columns in R Using dplyr

Analyzing large datasets often requires calculating summary statistics across specific variables or observations. When working with data frame objects in R, computing the arithmetic mean across multiple columns for each row can be a complex task if not approached efficiently. Fortunately, the dplyr package provides a robust and highly readable framework for tackling such challenges.

While previous versions of dplyr might have relied on functions like summarise_at(), modern dplyr idioms favor the combination of rowwise() and c_across() to perform calculations row by row, granting immense control and clarity over complex operations. This methodology allows data scientists to precisely specify which columns should be included in the calculation, ensuring accurate and rapid results returned within the existing data frame structure.

This guide will detail how to calculate the row-wise mean across selected columns using these powerful dplyr verbs, demonstrating a versatile technique essential for data manipulation and preparation in R. We will explore how to handle missing values and utilize helper functions to select columns dynamically.


The Modern Approach: Leveraging rowwise() and c_across()

To calculate the mean across several columns, we must first instruct dplyr to treat each row independently. This is achieved using the rowwise() function. Once the data structure is oriented for row-wise calculation, we use mutate() to create a new column, where the calculation itself is performed using c_across() combined with the standard R mean() function.

The core syntax for calculating a row-wise mean for specific columns within a data frame (here named df) is demonstrated below. This technique is highly versatile and is the recommended practice for modern data wrangling in R.

library(dplyr)

df %>%
  rowwise() %>%
  mutate(game_mean = mean(c_across(c('game1', 'game2', 'game3')), na.rm=TRUE))

This sequence of operations clearly defines the scope of the calculation. The rowwise() call sets the stage, ensuring that subsequent operations like mutate() are applied independently to each row. The resulting new column, named game_mean, stores the calculated mean for the designated set of variables: game1, game2, and game3. This specific approach ensures precision when dealing with subsets of columns.

Syntax Breakdown: Understanding the Core Functions

Understanding each component of the syntax is crucial for mastering this technique. The dplyr pipeline uses the pipe operator (%>%) to chain operations, making the sequence logical and easy to read. The process begins with the input data frame, which is then sequentially modified.

The function rowwise() is perhaps the most critical step here. By default, dplyr operations are vectorized and applied column-wise or group-wise. rowwise() changes the grouping structure of the data, treating every single row as its own group. This ensures that when mean() is applied in the next step, it calculates the average of values within that specific row, rather than attempting to find the average of an entire column.

Inside the mutate() call, which is responsible for creating or updating columns, we encounter c_across(). This function is designed to work exclusively within rowwise() operations. Its purpose is to select a set of columns and return their values for the current row as a vector. This vector is then passed directly to the mean() function, allowing the calculation to proceed smoothly across the specified variables. The combination of rowwise() and c_across() is exceptionally effective for these cross-column aggregations.

Practical Demonstration: Setting Up the Basketball Dataset

To illustrate this method concretely, let us establish a sample data frame representing performance statistics. This dataset contains the points scored by basketball players across different teams over three distinct games. Note that this dataset intentionally includes a missing value (NA) in the fifth row under game2, which we will address later when discussing robustness.

The creation of the sample data structure is straightforward using the base R data.frame() constructor. We define four variables: team (categorical identifier) and three quantitative variables (game1, game2, game3) which hold the numerical scores.

#create data frame
df <- data.frame(team=c('A', 'A', 'A', 'B', 'B', 'B', 'C', 'C'),
                 game1=c(10, 12, 17, 18, 24, 29, 29, 34),
                 game2=c(8, 10, 14, 15, NA, 19, 18, 29),
                 game3=c(4, 5, 5, 9, 12, 12, 18, 20))

#view data frame
df

  team game1 game2 game3
1    A    10     8     4
2    A    12    10     5
3    A    17    14     5
4    B    18    15     9
5    B    24    NA    12
6    B    29    19    12
7    C    29    18    18
8    C    34    29    20

Our objective is to calculate the average points scored by each player across the three games. This requires calculating the mean horizontally (row-wise) only for the score columns (game1, game2, and game3), ignoring the categorical team column. This structure mirrors common scenarios in data analysis where summary statistics are required for specific metric variables.

Executing the Row-Wise Mean Calculation

By applying the established dplyr syntax to our basketball dataset, we successfully generate the desired aggregated column. The following code demonstrates the complete operation, resulting in a new column named game_mean appended to the original data frame structure.

library(dplyr)

#calculate mean value in each row for game1, game2 and game3 columns
df %>%
  rowwise() %>%
  mutate(game_mean = mean(c_across(c('game1', 'game2', 'game3')), na.rm=TRUE))

# A tibble: 8 x 5
# Rowwise: 
  team  game1 game2 game3 game_mean
          
1 A        10     8     4      7.33
2 A        12    10     5      9   
3 A        17    14     5     12   
4 B        18    15     9     14   
5 B        24    NA    12     18   
6 B        29    19    12     20   
7 C        29    18    18     21.7 
8 C        34    29    20     27.7 

The output clearly shows the new game_mean column, which holds the arithmetic mean for the corresponding row, calculated exclusively from the scores in columns game1 through game3. This result confirms that the rowwise() grouping successfully applied the mean() function to the vector created by c_across() for each observation.

We can verify the correctness of the output by manually calculating the average for a few initial rows. Notice how the calculation works precisely as intended, aggregating the individual game scores for the player associated with that row. This is powerful for assessing individual performance or longitudinal trends.

  • Mean value of row 1: (10 + 8 + 4) / 3 = 7.33
  • Mean value of row 2: (12 + 10 + 5) / 3 = 9
  • Mean value of row 3: (17 + 14 + 5) / 3 = 12

Handling Missing Values with na.rm = TRUE

A critical aspect of robust data analysis is managing missing data, often represented by the NA value in R. In our basketball example, row 5 contains an NA score for game2. If we were to omit the na.rm = TRUE argument from the mean() function, the result for that row would simply be NA, as R cannot calculate the average of a set containing an unknown value.

The parameter na.rm stands for “NA Remove.” Setting na.rm = TRUE instructs the mean() function to automatically exclude any missing values from the calculation. For the player in row 5 (scores 24, NA, 12), the calculation proceeds using only the available scores (24 and 12), dividing the sum by the count of non-missing values (2), thus resulting in a mean of 18.

This setting is essential when dealing with real-world data where incomplete observations are common. Always consider the impact of missing values on your descriptive statistics, and utilize na.rm = TRUE when calculating row-wise means unless the presence of an NA should explicitly propagate a missing result, signaling incomplete data for that observation.

Advanced Column Selection: Utilizing starts_with()

Specifying columns individually, as we did with c('game1', 'game2', 'game3'), works well for small, fixed datasets. However, in scenarios involving dozens or hundreds of similarly named variables, manually listing them becomes impractical and prone to errors. dplyr provides powerful selection helpers to overcome this limitation, allowing for dynamic selection based on column names.

One of the most useful selection helpers is starts_with(). When nested inside c_across(), this function automatically identifies and selects all columns whose names begin with a specified character string. In our example, since all the score variables start with ‘game’, we can use starts_with('game') to select them without listing them explicitly.

library(dplyr)

#calculate mean value in each row for columns that start with 'game'
df %>%
  rowwise() %>%
  mutate(game_mean = mean(c_across(c(starts_with('game'))), na.rm=TRUE))

# A tibble: 8 x 5
# Rowwise: 
  team  game1 game2 game3 game_mean
          
1 A        10     8     4      7.33
2 A        12    10     5      9   
3 A        17    14     5     12   
4 B        18    15     9     14   
5 B        24    NA    12     18   
6 B        29    19    12     20   
7 C        29    18    18     21.7 
8 C        34    29    20     27.7 

As demonstrated by the identical output, using starts_with() achieves the exact same computational result as manually listing the columns. The benefit here is future-proofing: if we add game4 or game5 to the data frame later, this single line of code will automatically include them in the row-wise mean calculation, drastically reducing maintenance overhead for the analysis script.

Expanding Column Selection Capabilities

Beyond starts_with(), dplyr provides a suite of other selection helpers that are highly valuable when integrating with c_across(). These functions allow analysts to select columns based on various criteria, not just the beginning of the name.

Key selection helpers include:

  • ends_with('pattern'): Selects columns whose names end with the specified pattern. Useful if you have columns like score_1, score_2, and penalty_score, and only want the primary scores.
  • contains('pattern'): Selects columns whose names contain the specified substring anywhere. This is ideal for broad matching, for instance, selecting all columns that include the word ‘score’.
  • matches('regex'): Allows selection using regular expressions, offering the highest level of flexibility for complex naming conventions.
  • where(is.numeric): Selects columns based on their data type. This is incredibly powerful if you want to calculate the row mean across all numerical columns in your data frame, regardless of their specific names.

By using these functions, data manipulation scripts become highly adaptable. If the underlying data structure changes slightly (e.g., column order changes, new non-metric columns are added), the dplyr code remains stable and functional, ensuring reliable data processing workflows.

Contextualizing the Approach: Modern vs. Legacy Methods

While the combination of rowwise() and c_across() represents the contemporary best practice in dplyr for row-wise calculations, it is helpful to understand the context of previous methods.

Historically, row-wise operations in R often relied on base functions like rowMeans() or apply(df, 1, mean). While functional, these methods integrate less seamlessly into the pipe-based workflow of dplyr and can be less readable, especially when selecting complex subsets of columns or needing to retain the tibble structure.

Within dplyr itself, functions like summarise_at(), mutate_all(), and mutate_if() were commonly used for column-wise operations and could sometimes be creatively adapted for row-wise tasks. However, these “scoped” variants (ending in _at, _all, _if) have been largely superseded by the new selection syntax using across() (for column summaries) and c_across() (for row calculations). The modern approach is preferred because it offers a more unified and consistent syntax across all dplyr operations.

Summary of dplyr’s Flexibility in Data Aggregation

Calculating the mean across multiple specific columns is a frequent requirement in data analysis. By mastering the sequence of rowwise(), mutate(), and c_across(), R users gain an exceptionally clear and efficient way to perform these row-wise aggregations within the powerful dplyr framework.

This method ensures that calculations are performed accurately, even in the presence of missing values, thanks to the necessary inclusion of na.rm = TRUE. Furthermore, the ability to integrate advanced selection helpers like starts_with() allows scripts to remain concise, maintainable, and highly robust against evolving dataset structures.

Ultimately, employing these modern dplyr techniques transforms what could be a cumbersome task into a clean, single pipeline operation, significantly enhancing data preparation efficiency and reproducibility.

Cite this article

stats writer (2025). How to Calculate the Mean of Multiple Columns in R Using dplyr. PSYCHOLOGICAL SCALES. Retrieved from https://scales.arabpsychology.com/stats/how-can-i-calculate-the-mean-for-multiple-columns-using-dplyr/

stats writer. "How to Calculate the Mean of Multiple Columns in R Using dplyr." PSYCHOLOGICAL SCALES, 21 Nov. 2025, https://scales.arabpsychology.com/stats/how-can-i-calculate-the-mean-for-multiple-columns-using-dplyr/.

stats writer. "How to Calculate the Mean of Multiple Columns in R Using dplyr." PSYCHOLOGICAL SCALES, 2025. https://scales.arabpsychology.com/stats/how-can-i-calculate-the-mean-for-multiple-columns-using-dplyr/.

stats writer (2025) 'How to Calculate the Mean of Multiple Columns in R Using dplyr', PSYCHOLOGICAL SCALES. Available at: https://scales.arabpsychology.com/stats/how-can-i-calculate-the-mean-for-multiple-columns-using-dplyr/.

[1] stats writer, "How to Calculate the Mean of Multiple Columns in R Using dplyr," PSYCHOLOGICAL SCALES, vol. X, no. Y, ص Z-Z, November, 2025.

stats writer. How to Calculate the Mean of Multiple Columns in R Using dplyr. PSYCHOLOGICAL SCALES. 2025;vol(issue):pages.

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