The `proc_means()`

function simulates a SAS® PROC MEANS
procedure. It is used to generate summary statistics on numeric
variables. The function is both interactive and returns datasets.

Let’s again create some sample data. This sample data is identical to
that created for the `proc_freq()`

tutorial, but has an
additional grouping variable “g”:

If no parameters are specified, the `proc_means()`

function will calculate N, Means, Standard Deviation, Minimum, and
Maximum on all numeric variables.

Note that the `options`

statement has been added to pass
CRAN checks. When you are running code samples, this statement may be
omitted.

```
# Turn off printing for CRAN checks
options("procs.print" = FALSE)
# No parameters
proc_means(dat)
```

If you don’t want statistics on all numeric variables, you may
specify variables on the `var`

parameter:

```
# Specific variable
proc_means(dat, var = x)
```

The `proc_means()`

function has a `stats`

parameter that allows you to control which statistics are generated.
There are many statistics keywords. Here is a sample of some of the most
frequently used keywords:

Keyword | Description |
---|---|

N | Number of Observations |

NMISS | Number of missing observations |

MEAN | Arithmetic mean |

STD | Standard Deviation |

MIN | Minimum |

MAX | Maximum |

SUM | Sum of observations |

MEDIAN | 50th percentile |

P1 | 1st percentile |

P5 | 5st percentile |

P10 | 10th percentile |

P90 | 90th percentile |

P95 | 95th percentile |

P99 | 99th percentile |

Q1 | First Quartile |

Q3 | Third Quartile |

Now that we know some statistics keywords, let’s practice using them. Here is an example which calculates the median, sum, first quartile, and third quartile for all numeric variables in our sample data:

```
# Custom statistics options
proc_means(dat, stats = v(median, sum, q1, q3))
```

Similar to the `proc_freq()`

function,
`proc_means()`

can return datasets. There are three options:
“out”, “report”, and “none”. The “out” option returns datasets meant for
further manipulation and analysis, and is the default. The “report”
keyword requests the exact datasets used in the interactive report.
Specifying either one of these options will cause the function to return
data.

Here is an example that shows the difference in the “report” and “out” options:

```
# Output dataset using "report" option
res1 <- proc_means(dat,
stats = v(median, sum, q1, q3),
output = report)
# View results
res1
# VAR MEDIAN SUM Q1 Q3
# 1 x 3 29 2.0 5.5
# 2 z 65 506 57.5 75.5
# Output dataset using "out" option
res2 <- proc_means(dat,
stats = v(median, sum, q1, q3),
output = out)
# View results
res2
# TYPE FREQ VAR MEDIAN SUM Q1 Q3
# 1 0 8 x 3 29 2.0 5.5
# 2 0 8 z 65 506 57.5 75.5
```

As can be seen in the above example, the “out” dataset includes additional variables for TYPE and FREQ. These additional variables can be turned off with options:

```
# Turn off TYPE and FREQ variables
res3 <- proc_means(dat,
stats = v(median, sum, q1, q3),
output = all,
options = v(notype, nofreq))
# View results
res3
# VAR MEDIAN SUM Q1 Q3
# 1 x 3 29 2.0 5.5
# 2 z 65 506 57.5 75.5
```

The `proc_means()`

function provides two grouping
parameters: `class`

and `by`

. These parameters
identify a variable or variables for subsetting the input data. While
these parameters have similar capabilities, there are some difference
between them. The differences can be examined by comparing the two
function calls.

```
# Class grouping
res1 <- proc_means(dat, stats = v(median, sum, q1, q3),
class = y, options = v(maxdec = 4))
```

Below is the output dataset from the `class`

parameter.
Notice that summary values have been provided for each variable, in
addition to the subsets by the class variable. The summary rows are
identifed by TYPE = 0, while the subset rows are TYPE = 1.

```
# View results - class
res1
# CLASS TYPE FREQ VAR MEDIAN SUM Q1 Q3
# 1 <NA> 0 8 x 3.0 29 2.0 5.5
# 2 <NA> 0 8 z 65.0 506 57.5 75.5
# 3 A 1 3 x 6.0 14 2.0 6.0
# 4 A 1 3 z 70.0 230 60.0 100.0
# 5 B 1 2 x 2.5 5 2.0 3.0
# 6 B 1 2 z 38.5 77 10.0 67.0
# 7 C 1 3 x 3.0 10 2.0 5.0
# 8 C 1 3 z 63.0 199 55.0 81.0
```

Here is the same analysis using the `by`

parameter instead
of the `class`

parameter:

```
# By grouping
res2 <- proc_means(dat, stats = v(median, sum, q1, q3),
by = y, options = v(maxdec = 4))
```

Notice that with the `by`

parameter, separate tables are
created for each by group on the interactive report.

Now let’s look at the output dataset:

```
# View results - by
res2
# BY TYPE FREQ VAR MEDIAN SUM Q1 Q3
# 1 A 0 3 x 6.0 14 2 6
# 2 A 0 3 z 70.0 230 60 100
# 3 B 0 2 x 2.5 5 2 3
# 4 B 0 2 z 38.5 77 10 67
# 5 C 0 3 x 3.0 10 2 5
# 6 C 0 3 z 63.0 199 55 81
```

The output dataset is also different from the `class`

output. While the TYPE variables exists on the output dataset, the
output data for the by group does not include the summary rows. The
summary rows are a feature of the `class`

variable. You
should select the grouping parameter that most suits your needs.

The `proc_means()`

function can perform analysis with
multiple grouping variables. First let’s examine what happens when we
pass multiple grouping variables to the `class`

parameter:

```
# Class grouping - two variables
res1 <- proc_means(dat, stats = v(median, sum, q1, q3),
class = v(g, y), options = v(maxdec = 0))
```

Here is the output dataset:

```
# View results - two class variables
res1
# CLASS1 CLASS2 TYPE FREQ VAR MEDIAN SUM Q1 Q3
# 1 <NA> <NA> 0 8 x 3.0 29 2.0 5.5
# 2 <NA> <NA> 0 8 z 65.0 506 57.5 75.5
# 3 <NA> A 1 3 x 6.0 14 2.0 6.0
# 4 <NA> A 1 3 z 70.0 230 60.0 100.0
# 5 <NA> B 1 2 x 2.5 5 2.0 3.0
# 6 <NA> B 1 2 z 38.5 77 10.0 67.0
# 7 <NA> C 1 3 x 3.0 10 2.0 5.0
# 8 <NA> C 1 3 z 63.0 199 55.0 81.0
# 9 P <NA> 2 4 x 4.0 16 2.0 6.0
# 10 P <NA> 2 4 z 65.0 240 35.0 85.0
# 11 Q <NA> 2 4 x 3.0 13 2.5 4.0
# 12 Q <NA> 2 4 z 65.0 266 59.0 74.0
# 13 P A 3 3 x 6.0 14 2.0 6.0
# 14 P A 3 3 z 70.0 230 60.0 100.0
# 15 P B 3 1 x 2.0 2 2.0 2.0
# 16 P B 3 1 z 10.0 10 10.0 10.0
# 17 Q B 3 1 x 3.0 3 3.0 3.0
# 18 Q B 3 1 z 67.0 67 67.0 67.0
# 19 Q C 3 3 x 3.0 10 2.0 5.0
# 20 Q C 3 3 z 63.0 199 55.0 81.0
```

Observe that the function produces statistics for each set of
combinations of the `class`

variable. Each level of
combinations is identified by the TYPE value. To turn off the class
combinations, pass the “nway” option.

Now let’s see what happens when we use the `by`

parameter
with two variables:

```
# By grouping - two variables
res2 <- proc_means(dat, stats = v(median, sum, q1, q3),
by = v(g, y), options = v(maxdec = 0))
```

Here is the output dataset for the `by`

parameter:

```
# View results - two by variables
res2
# BY1 BY2 TYPE FREQ VAR MEDIAN SUM Q1 Q3
# 1 P A 0 3 x 6 14 2 6
# 2 P A 0 3 z 70 230 60 100
# 3 P B 0 1 x 2 2 2 2
# 4 P B 0 1 z 10 10 10 10
# 5 Q B 0 1 x 3 3 3 3
# 6 Q B 0 1 z 67 67 67 67
# 7 Q C 0 3 x 3 10 2 5
# 8 Q C 0 3 z 63 199 55 81
```

Finally, let’s see what happens when we specify both `by`

and `class`

parameters:

```
# By grouping - by and class
res3 <- proc_means(dat, stats = v(median, sum, q1, q3),
by = g,
class = y,
options = v(maxdec = 0))
```

```
# View results - by and class
res3
# BY CLASS TYPE FREQ VAR MEDIAN SUM Q1 Q3
# 1 P <NA> 0 4 x 4 16 2.0 6
# 2 P <NA> 0 4 z 65 240 35.0 85
# 3 P A 1 3 x 6 14 2.0 6
# 4 P A 1 3 z 70 230 60.0 100
# 5 P B 1 1 x 2 2 2.0 2
# 6 P B 1 1 z 10 10 10.0 10
# 7 Q <NA> 0 4 x 3 13 2.5 4
# 8 Q <NA> 0 4 z 65 266 59.0 74
# 9 Q B 1 1 x 3 3 3.0 3
# 10 Q B 1 1 z 67 67 67.0 67
# 11 Q C 1 3 x 3 10 2.0 5
# 12 Q C 1 3 z 63 199 55.0 81
```

The `proc_means()`

function also offers options for data
shaping. The shaping options can reduce the number of transformations
needed to get to your target table.

There are three shaping options: “wide”, “long”, and “stacked”. The “wide” option is the default, and places the statistics in columns and variables in rows. The “long” option places statistics in rows and variables in columns. The “stacked” option puts both statistics and variables in rows.

The following example illustrates the differences between these data shaping options:

```
# Shape wide
res1 <- proc_means(dat, stats = v(median, sum, q1, q3),
output = wide)
# Wide results
res1
# TYPE FREQ VAR MEDIAN SUM Q1 Q3
# 1 0 8 x 3 29 2.0 5.5
# 2 0 8 z 65 506 57.5 75.5
# Shape long
res2 <- proc_means(dat, stats = v(median, sum, q1, q3),
output = long)
# Long results
res2
# TYPE FREQ STAT x z
# 1 0 8 MEDIAN 3.0 65.0
# 2 0 8 SUM 29.0 506.0
# 3 0 8 Q1 2.0 57.5
# 4 0 8 Q3 5.5 75.5
# Shape stacked
res3 <- proc_means(dat, stats = v(median, sum, q1, q3),
output = stacked)
# Stacked results
res3
# TYPE FREQ VAR STAT VALUES
# 1 0 8 x MEDIAN 3.0
# 2 0 8 x SUM 29.0
# 3 0 8 x Q1 2.0
# 4 0 8 x Q3 5.5
# 5 0 8 z MEDIAN 65.0
# 6 0 8 z SUM 506.0
# 7 0 8 z Q1 57.5
# 8 0 8 z Q3 75.5
```

Next: T-Test Function