{"id":2142,"date":"2020-02-20T23:52:20","date_gmt":"2020-02-20T14:52:20","guid":{"rendered":"http:\/\/141.164.34.82\/?p=2142"},"modified":"2020-02-21T00:37:29","modified_gmt":"2020-02-20T15:37:29","slug":"summarising-data-frame","status":"publish","type":"post","link":"http:\/\/ds.sumeun.org\/?p=2142","title":{"rendered":"Summarising data frame"},"content":{"rendered":"<h2>\ub370\uc774\ud130 \ud504\ub808\uc784 \uc0b4\ud3b4\ubcf4\uae30<\/h2>\n<p>\ucd5c\uadfc \ud2b9\uac15\uc744 \uc900\ube44\ud558\uba74\uc11c, \ub370\uc774\ud130 \ud504\ub808\uc784 \uc804\uccb4\uc5d0 \ub300\ud574 \uc694\uc57d\/\uc815\ub9ac\ud558\ub294 \ud328\ud0a4\uc9c0\/\ud568\uc218\uac00 \uc5ec\ub7ff \uac1c\ubc1c\ub418\uc5c8\uc74c\uc744 \ud655\uc778\ud558\uc600\uc2b5\ub2c8\ub2e4. \uc5ec\uae30\uc11c\ub294 <code>mtcars<\/code>\ub97c \ud65c\uc6a9\ud558\uc5ec \uc774\ub4e4\uc744 \uc0ac\uc6a9\ud558\ub294 \uc608\ub97c \ubcf4\uc774\uaca0\uc2b5\ub2c8\ub2e4.<\/p>\n<h3><code>mtcars<\/code><\/h3>\n<pre><code class=\"r\">head(mtcars)\n<\/code><\/pre>\n<pre>##                    mpg cyl disp  hp drat    wt  qsec vs am gear carb\n## Mazda RX4         21.0   6  160 110 3.90 2.620 16.46  0  1    4    4\n## Mazda RX4 Wag     21.0   6  160 110 3.90 2.875 17.02  0  1    4    4\n## Datsun 710        22.8   4  108  93 3.85 2.320 18.61  1  1    4    1\n## Hornet 4 Drive    21.4   6  258 110 3.08 3.215 19.44  1  0    3    1\n## Hornet Sportabout 18.7   8  360 175 3.15 3.440 17.02  0  0    3    2\n## Valiant           18.1   6  225 105 2.76 3.460 20.22  1  0    3    1\n<\/pre>\n<pre><code class=\"r\">sapply(mtcars, class)\n<\/code><\/pre>\n<pre>##       mpg       cyl      disp        hp      drat        wt      qsec        vs        am      gear      carb \n## &quot;numeric&quot; &quot;numeric&quot; &quot;numeric&quot; &quot;numeric&quot; &quot;numeric&quot; &quot;numeric&quot; &quot;numeric&quot; &quot;numeric&quot; &quot;numeric&quot; &quot;numeric&quot; &quot;numeric&quot;\n<\/pre>\n<p>\uc6b0\uc120 <code>mtcars<\/code>\uc744 \ub2e4\uc74c\uacfc \uac19\uc774 \uc218\uc815\ud569\ub2c8\ub2e4.<\/p>\n<pre><code class=\"r\">library(dplyr)\nmtcars2 &lt;- \n  mtcars %&gt;% mutate(am = factor(ifelse(am==0, &#39;auto&#39;, &#39;manual&#39;)),\n                    vs = factor(ifelse(vs==0, &#39;V-shaped&#39;, &#39;straight&#39;)))\n\nmtcars3 &lt;- \n  mtcars %&gt;% mutate(cyl = ordered(cyl, levels=c(4,6,8)),\n                    gear = ordered(gear, levels=c(3,4,5)),\n                    carb = ordered(carb, levels=c(1,2,3,4,6,8)))\n\ndat &lt;- mtcars2\ndat2 &lt;- mtcars3\n<\/code><\/pre>\n<h3>\uae30\ubcf8 \ud14d\uc2a4\ud2b8\ud615<\/h3>\n<ul>\n<li><code>summary()<\/code><\/li>\n<li><code>prettyR::freq()<\/code><\/li>\n<li><code>psych::describe()<\/code><\/li>\n<li><code>Hmisc::describe()<\/code><\/li>\n<li><code>pastecs::stat.desc()<\/code><\/li>\n<\/ul>\n<pre><code class=\"r\">summary(dat)\n<\/code><\/pre>\n<pre>##       mpg             cyl             disp             hp             drat             wt             qsec      \n##  Min.   :10.40   Min.   :4.000   Min.   : 71.1   Min.   : 52.0   Min.   :2.760   Min.   :1.513   Min.   :14.50  \n##  1st Qu.:15.43   1st Qu.:4.000   1st Qu.:120.8   1st Qu.: 96.5   1st Qu.:3.080   1st Qu.:2.581   1st Qu.:16.89  \n##  Median :19.20   Median :6.000   Median :196.3   Median :123.0   Median :3.695   Median :3.325   Median :17.71  \n##  Mean   :20.09   Mean   :6.188   Mean   :230.7   Mean   :146.7   Mean   :3.597   Mean   :3.217   Mean   :17.85  \n##  3rd Qu.:22.80   3rd Qu.:8.000   3rd Qu.:326.0   3rd Qu.:180.0   3rd Qu.:3.920   3rd Qu.:3.610   3rd Qu.:18.90  \n##  Max.   :33.90   Max.   :8.000   Max.   :472.0   Max.   :335.0   Max.   :4.930   Max.   :5.424   Max.   :22.90  \n##         vs          am          gear            carb      \n##  straight:14   auto  :19   Min.   :3.000   Min.   :1.000  \n##  V-shaped:18   manual:13   1st Qu.:3.000   1st Qu.:2.000  \n##                            Median :4.000   Median :2.000  \n##                            Mean   :3.688   Mean   :2.812  \n##                            3rd Qu.:4.000   3rd Qu.:4.000  \n##                            Max.   :5.000   Max.   :8.000\n<\/pre>\n<pre><code class=\"r\">prettyR::freq(dat)\n<\/code><\/pre>\n<pre>## \n## Frequencies for mpg \n##      10.4 15.2 19.2   21 21.4 22.8 30.4 13.3 14.3 14.7   15 15.5 15.8 16.4 17.3 17.8 18.1 18.7 19.7 21.5 24.4   26 27.3 32.4 33.9   NA\n##         2    2    2    2    2    2    2    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    0\n## %     6.2  6.2  6.2  6.2  6.2  6.2  6.2  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1    0 \n## %!NA  6.2  6.2  6.2  6.2  6.2  6.2  6.2  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1 \n## \n## \n## Frequencies for cyl \n##         8    4    6   NA\n##        14   11    7    0\n## %    43.8 34.4 21.9    0 \n## %!NA 43.8 34.4 21.9 \n## \n## \n## Frequencies for disp \n##      275.8   160 167.6   360  71.1  75.7  78.7    79  95.1   108 120.1 120.3   121 140.8   145 146.7   225   258   301   304   318   350   351   400   440   460   472    NA\n##         3    2    2    2    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    0\n## %     9.4  6.2  6.2  6.2  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1    0 \n## %!NA  9.4  6.2  6.2  6.2  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1 \n## \n## \n## Frequencies for hp \n##       110  175  180   66  123  150  245   52   62   65   91   93   95   97  105  109  113  205  215  230  264  335   NA\n##         3    3    3    2    2    2    2    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    0\n## %     9.4  9.4  9.4  6.2  6.2  6.2  6.2  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1    0 \n## %!NA  9.4  9.4  9.4  6.2  6.2  6.2  6.2  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1 \n## \n## \n## Frequencies for drat \n##      3.07 3.92 2.76 3.08 3.15  3.9 4.08 4.22 2.93    3 3.21 3.23 3.54 3.62 3.69  3.7 3.73 3.77 3.85 4.11 4.43 4.93   NA\n##         3    3    2    2    2    2    2    2    1    1    1    1    1    1    1    1    1    1    1    1    1    1    0\n## %     9.4  9.4  6.2  6.2  6.2  6.2  6.2  6.2  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1    0 \n## %!NA  9.4  9.4  6.2  6.2  6.2  6.2  6.2  6.2  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1 \n## \n## \n## Frequencies for wt \n##       3.44  3.57 1.513 1.615 1.835 1.935  2.14   2.2  2.32 2.465  2.62  2.77  2.78 2.875  3.15  3.17  3.19 3.215 3.435  3.46  3.52  3.73  3.78  3.84 3.845  4.07  5.25 5.345 5.424    NA\n##         3    2    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    0\n## %     9.4  6.2  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1    0 \n## %!NA  9.4  6.2  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1 \n## \n## \n## Frequencies for qsec \n##      17.02  18.9  14.5  14.6 15.41  15.5 15.84 16.46  16.7 16.87  16.9 17.05  17.3  17.4 17.42  17.6 17.82 17.98    18  18.3 18.52  18.6 18.61 19.44 19.47  19.9    20 20.01 20.22  22.9    NA\n##         2    2    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1    0\n## %     6.2  6.2  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1    0 \n## %!NA  6.2  6.2  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1  3.1 \n## \n## \n## Frequencies for vs \n##      V-shaped straight       NA\n##        18   14    0\n## %    56.2 43.8    0 \n## %!NA 56.2 43.8 \n## \n## \n## Frequencies for am \n##        auto manual     NA\n##        19   13    0\n## %    59.4 40.6    0 \n## %!NA 59.4 40.6 \n## \n## \n## Frequencies for gear \n##         3    4    5   NA\n##        15   12    5    0\n## %    46.9 37.5 15.6    0 \n## %!NA 46.9 37.5 15.6 \n## \n## \n## Frequencies for carb \n##         2    4    1    3    6    8   NA\n##        10   10    7    3    1    1    0\n## %    31.2 31.2 21.9  9.4  3.1  3.1    0 \n## %!NA 31.2 31.2 21.9  9.4  3.1  3.1\n<\/pre>\n<pre><code class=\"r\">psych::describe(dat)\n<\/code><\/pre>\n<pre>##      vars  n   mean     sd median trimmed    mad   min    max  range  skew kurtosis    se\n## mpg     1 32  20.09   6.03  19.20   19.70   5.41 10.40  33.90  23.50  0.61    -0.37  1.07\n## cyl     2 32   6.19   1.79   6.00    6.23   2.97  4.00   8.00   4.00 -0.17    -1.76  0.32\n## disp    3 32 230.72 123.94 196.30  222.52 140.48 71.10 472.00 400.90  0.38    -1.21 21.91\n## hp      4 32 146.69  68.56 123.00  141.19  77.10 52.00 335.00 283.00  0.73    -0.14 12.12\n## drat    5 32   3.60   0.53   3.70    3.58   0.70  2.76   4.93   2.17  0.27    -0.71  0.09\n## wt      6 32   3.22   0.98   3.33    3.15   0.77  1.51   5.42   3.91  0.42    -0.02  0.17\n## qsec    7 32  17.85   1.79  17.71   17.83   1.42 14.50  22.90   8.40  0.37     0.34  0.32\n## vs*     8 32   1.56   0.50   2.00    1.58   0.00  1.00   2.00   1.00 -0.24    -2.00  0.09\n## am*     9 32   1.41   0.50   1.00    1.38   0.00  1.00   2.00   1.00  0.36    -1.92  0.09\n## gear   10 32   3.69   0.74   4.00    3.62   1.48  3.00   5.00   2.00  0.53    -1.07  0.13\n## carb   11 32   2.81   1.62   2.00    2.65   1.48  1.00   8.00   7.00  1.05     1.26  0.29\n<\/pre>\n<pre><code class=\"r\">#Hmisc::describe(dat)\n#pastecs::stat.desc(dat)\n<\/code><\/pre>\n<h3>\uadf8\ub9ac\uace0 \ub610<\/h3>\n<ul>\n<li><code>skimr::skim()<\/code><\/li>\n<li><code>DataExplorer::create_report()<\/code><\/li>\n<li><code>inspectdf::inspect_types()<\/code>\n<ul>\n<li><code>inspect_mem()<\/code><\/li>\n<li><code>inspect_cat()<\/code><\/li>\n<li><code>inspect_cor()<\/code><\/li>\n<\/ul>\n<\/li>\n<\/ul>\n<pre><code class=\"r\">#install.packages(&#39;skimr&#39;)\nlibrary(skimr)\nskim(dat)\n<\/code><\/pre>\n<table>\n<thead>\n<tr>\n<th align=\"left\"><\/th>\n<th align=\"left\"><\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td align=\"left\">Name<\/td>\n<td align=\"left\">dat<\/td>\n<\/tr>\n<tr>\n<td align=\"left\">Number of rows<\/td>\n<td align=\"left\">32<\/td>\n<\/tr>\n<tr>\n<td align=\"left\">Number of columns<\/td>\n<td align=\"left\">11<\/td>\n<\/tr>\n<tr>\n<td align=\"left\">_______________________<\/td>\n<td align=\"left\"><\/td>\n<\/tr>\n<tr>\n<td align=\"left\">Column type frequency:<\/td>\n<td align=\"left\"><\/td>\n<\/tr>\n<tr>\n<td align=\"left\">factor<\/td>\n<td align=\"left\">2<\/td>\n<\/tr>\n<tr>\n<td align=\"left\">numeric<\/td>\n<td align=\"left\">9<\/td>\n<\/tr>\n<tr>\n<td align=\"left\">________________________<\/td>\n<td align=\"left\"><\/td>\n<\/tr>\n<tr>\n<td align=\"left\">Group variables<\/td>\n<td align=\"left\">None<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><strong>Variable type: factor<\/strong><\/p>\n<table>\n<thead>\n<tr>\n<th align=\"left\">skim_variable<\/th>\n<th align=\"right\">n_missing<\/th>\n<th align=\"right\">complete_rate<\/th>\n<th align=\"left\">ordered<\/th>\n<th align=\"right\">n_unique<\/th>\n<th align=\"left\">top_counts<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td align=\"left\">vs<\/td>\n<td align=\"right\">0<\/td>\n<td align=\"right\">1<\/td>\n<td align=\"left\">FALSE<\/td>\n<td align=\"right\">2<\/td>\n<td align=\"left\">V-s: 18, str: 14<\/td>\n<\/tr>\n<tr>\n<td align=\"left\">am<\/td>\n<td align=\"right\">0<\/td>\n<td align=\"right\">1<\/td>\n<td align=\"left\">FALSE<\/td>\n<td align=\"right\">2<\/td>\n<td align=\"left\">aut: 19, man: 13<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><strong>Variable type: numeric<\/strong><\/p>\n<table>\n<thead>\n<tr>\n<th align=\"left\">skim_variable<\/th>\n<th align=\"right\">n_missing<\/th>\n<th align=\"right\">complete_rate<\/th>\n<th align=\"right\">mean<\/th>\n<th align=\"right\">sd<\/th>\n<th align=\"right\">p0<\/th>\n<th align=\"right\">p25<\/th>\n<th align=\"right\">p50<\/th>\n<th align=\"right\">p75<\/th>\n<th align=\"right\">p100<\/th>\n<th align=\"left\">hist<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td align=\"left\">mpg<\/td>\n<td align=\"right\">0<\/td>\n<td align=\"right\">1<\/td>\n<td align=\"right\">20.09<\/td>\n<td align=\"right\">6.03<\/td>\n<td align=\"right\">10.40<\/td>\n<td align=\"right\">15.43<\/td>\n<td align=\"right\">19.20<\/td>\n<td align=\"right\">22.80<\/td>\n<td align=\"right\">33.90<\/td>\n<td align=\"left\">\u2583\u2587\u2585\u2581\u2582<\/td>\n<\/tr>\n<tr>\n<td align=\"left\">cyl<\/td>\n<td align=\"right\">0<\/td>\n<td align=\"right\">1<\/td>\n<td align=\"right\">6.19<\/td>\n<td align=\"right\">1.79<\/td>\n<td align=\"right\">4.00<\/td>\n<td align=\"right\">4.00<\/td>\n<td align=\"right\">6.00<\/td>\n<td align=\"right\">8.00<\/td>\n<td align=\"right\">8.00<\/td>\n<td align=\"left\">\u2586\u2581\u2583\u2581\u2587<\/td>\n<\/tr>\n<tr>\n<td align=\"left\">disp<\/td>\n<td align=\"right\">0<\/td>\n<td align=\"right\">1<\/td>\n<td align=\"right\">230.72<\/td>\n<td align=\"right\">123.94<\/td>\n<td align=\"right\">71.10<\/td>\n<td align=\"right\">120.83<\/td>\n<td align=\"right\">196.30<\/td>\n<td align=\"right\">326.00<\/td>\n<td align=\"right\">472.00<\/td>\n<td align=\"left\">\u2587\u2583\u2583\u2583\u2582<\/td>\n<\/tr>\n<tr>\n<td align=\"left\">hp<\/td>\n<td align=\"right\">0<\/td>\n<td align=\"right\">1<\/td>\n<td align=\"right\">146.69<\/td>\n<td align=\"right\">68.56<\/td>\n<td align=\"right\">52.00<\/td>\n<td align=\"right\">96.50<\/td>\n<td align=\"right\">123.00<\/td>\n<td align=\"right\">180.00<\/td>\n<td align=\"right\">335.00<\/td>\n<td align=\"left\">\u2587\u2587\u2586\u2583\u2581<\/td>\n<\/tr>\n<tr>\n<td align=\"left\">drat<\/td>\n<td align=\"right\">0<\/td>\n<td align=\"right\">1<\/td>\n<td align=\"right\">3.60<\/td>\n<td align=\"right\">0.53<\/td>\n<td align=\"right\">2.76<\/td>\n<td align=\"right\">3.08<\/td>\n<td align=\"right\">3.70<\/td>\n<td align=\"right\">3.92<\/td>\n<td align=\"right\">4.93<\/td>\n<td align=\"left\">\u2587\u2583\u2587\u2585\u2581<\/td>\n<\/tr>\n<tr>\n<td align=\"left\">wt<\/td>\n<td align=\"right\">0<\/td>\n<td align=\"right\">1<\/td>\n<td align=\"right\">3.22<\/td>\n<td align=\"right\">0.98<\/td>\n<td align=\"right\">1.51<\/td>\n<td align=\"right\">2.58<\/td>\n<td align=\"right\">3.33<\/td>\n<td align=\"right\">3.61<\/td>\n<td align=\"right\">5.42<\/td>\n<td align=\"left\">\u2583\u2583\u2587\u2581\u2582<\/td>\n<\/tr>\n<tr>\n<td align=\"left\">qsec<\/td>\n<td align=\"right\">0<\/td>\n<td align=\"right\">1<\/td>\n<td align=\"right\">17.85<\/td>\n<td align=\"right\">1.79<\/td>\n<td align=\"right\">14.50<\/td>\n<td align=\"right\">16.89<\/td>\n<td align=\"right\">17.71<\/td>\n<td align=\"right\">18.90<\/td>\n<td align=\"right\">22.90<\/td>\n<td align=\"left\">\u2583\u2587\u2587\u2582\u2581<\/td>\n<\/tr>\n<tr>\n<td align=\"left\">gear<\/td>\n<td align=\"right\">0<\/td>\n<td align=\"right\">1<\/td>\n<td align=\"right\">3.69<\/td>\n<td align=\"right\">0.74<\/td>\n<td align=\"right\">3.00<\/td>\n<td align=\"right\">3.00<\/td>\n<td align=\"right\">4.00<\/td>\n<td align=\"right\">4.00<\/td>\n<td align=\"right\">5.00<\/td>\n<td align=\"left\">\u2587\u2581\u2586\u2581\u2582<\/td>\n<\/tr>\n<tr>\n<td align=\"left\">carb<\/td>\n<td align=\"right\">0<\/td>\n<td align=\"right\">1<\/td>\n<td align=\"right\">2.81<\/td>\n<td align=\"right\">1.62<\/td>\n<td align=\"right\">1.00<\/td>\n<td align=\"right\">2.00<\/td>\n<td align=\"right\">2.00<\/td>\n<td align=\"right\">4.00<\/td>\n<td align=\"right\">8.00<\/td>\n<td align=\"left\">\u2587\u2582\u2585\u2581\u2581<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<pre><code class=\"r\">#install.packages(&#39;inspectdf&#39;)\nlibrary(inspectdf)\n#inspect_types(dat2) %&gt;% show_plot()\n#inspect_types(dat2, dat) %&gt;% show_plot()\n#inspect_mem(dat2) %&gt;% show_plot()\n#inspect_na(dat2) %&gt;% show_plot()\n#inspect_num(dat2) %&gt;% show_plot()\n#inspect_imb(dat2) %&gt;% show_plot()\n#inspect_cat(dat2) %&gt;% show_plot()\n#inspect_cor(dat2) %&gt;% show_plot()\n<\/code><\/pre>\n<h2><code>GGally::ggpairs()<\/code><\/h2>\n<p>R\uc758 \uae30\ubcf8 \uadf8\ub798\ud53d \ud568\uc218 <code>pairs()<\/code>\ub098 <code>GGally::ggpairs()<\/code> \uc5ed\uc2dc \uc694\uae34\ud558\ub2e4!<\/p>\n<pre><code class=\"r\">pairs(dat2)\nGGally::ggpairs(dat2)\n<\/code><\/pre>\n<p><img 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title=\"plot of chunk unnamed-chunk-5\" alt=\"plot of chunk unnamed-chunk-5\" width=\"80%\" \/><\/p>\n<h3>P.S<\/h3>\n<p>\ub9c8\uc9c0\ub9c9\uc73c\ub85c <code>create_report(dat)<\/code>\uc758 \uacb0\uacfc\ub294 &hellip;<\/p>\n<pre><code class=\"r\">#install.packages(&#39;DataExplorer&#39;)\nlibrary(DataExplorer)\ncreate_report(dat)\n<\/code><\/pre>\n<p><img src=\"http:\/\/141.164.34.82\/wp-content\/uploads\/2020\/02\/create_report.jpg\" alt=\"\"\/><\/p>\n","protected":false},"excerpt":{"rendered":"<p>\ub370\uc774\ud130 \ud504\ub808\uc784 \uc0b4\ud3b4\ubcf4\uae30 \ucd5c\uadfc \ud2b9\uac15\uc744 \uc900\ube44\ud558\uba74\uc11c, \ub370\uc774\ud130 \ud504\ub808\uc784 \uc804\uccb4\uc5d0 \ub300\ud574 \uc694\uc57d\/\uc815\ub9ac\ud558\ub294 \ud328\ud0a4\uc9c0\/\ud568\uc218\uac00 \uc5ec\ub7ff \uac1c\ubc1c\ub418\uc5c8\uc74c\uc744 \ud655\uc778\ud558\uc600\uc2b5\ub2c8\ub2e4. \uc5ec\uae30\uc11c\ub294 mtcars\ub97c \ud65c\uc6a9\ud558\uc5ec \uc774\ub4e4\uc744 \uc0ac\uc6a9\ud558\ub294 \uc608\ub97c \ubcf4\uc774\uaca0\uc2b5\ub2c8\ub2e4. mtcars head(mtcars) ## mpg cyl disp hp drat wt qsec vs am gear carb ## Mazda RX4 21.0 6 160 110 3.90 2.620 16.46 0 1 4 4 ## Mazda RX4 Wag 21.0 [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":2145,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[371],"tags":[442,441],"jetpack_featured_media_url":"http:\/\/ds.sumeun.org\/wp-content\/uploads\/2020\/02\/summarising.png","_links":{"self":[{"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=\/wp\/v2\/posts\/2142"}],"collection":[{"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=2142"}],"version-history":[{"count":3,"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=\/wp\/v2\/posts\/2142\/revisions"}],"predecessor-version":[{"id":2146,"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=\/wp\/v2\/posts\/2142\/revisions\/2146"}],"wp:featuredmedia":[{"embeddable":true,"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=\/wp\/v2\/media\/2145"}],"wp:attachment":[{"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=2142"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=2142"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/ds.sumeun.org\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=2142"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}