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<h1>Reproducible Research: Peer Assessment 1</h1>
<h2><a href="http://www.github.com/l0neJT">github.com/l0neJT</a></h2>
<h2>14 June 2014</h2>
<h3>Introduction</h3>
<p>This assignment demonstrates the use of <a href="http://rmarkdown.rstudio.com/">R Markdown</a> in conjunction with the <a href="http://cran.r-project.org/web/packages/knitr/index.html">knitr package</a> to produce literate code. Forked from <a href="http://github.com/rdpeng/RepData_PeerAssessment1">rdpeng/RepData_PeerAssessment1</a>.</p>
<h3>Loading and preprocessing the data</h3>
<ol>
<li><p>Load packages <a href="http://cran.r-project.org/web/packages/plyr/index.html">plyr</a> and <a href="http://cran.r-project.org/web/packages/ggplot2/index.html">ggplot2</a></p>
<pre><code class="r">library(plyr)
library(ggplot2)
</code></pre></li>
<li><p>Load data from file activity.csv</p>
<pre><code class="r">dat <- read.csv("./data/activity.csv")
</code></pre></li>
<li><p>Transform the 'date' column from factor into date</p>
<pre><code class="r">dat <- transform(dat, date = as.Date(date, format = "%Y-%m-%d"))
str(dat)
</code></pre>
<pre><code>## 'data.frame': 17568 obs. of 3 variables:
## $ steps : int NA NA NA NA NA NA NA NA NA NA ...
## $ date : Date, format: "2012-10-01" "2012-10-01" ...
## $ interval: int 0 5 10 15 20 25 30 35 40 45 ...
</code></pre></li>
<li><p>Remove NAs for first analyses</p>
<pre><code class="r">datNoNA <- dat[!is.na(dat$steps), ]
</code></pre></li>
</ol>
<h3>What is mean total number of steps taken per day?</h3>
<ol>
<li><p>Summarise steps by date (excluding NAs)</p>
<pre><code class="r">stepsDate <- ddply(datNoNA, "date", summarise, steps = sum(steps))
</code></pre></li>
<li><p>Chart steps by date as a bar plot with mean and median lines</p>
<pre><code class="r">histStepsDate <- function(data) {
# Bar plot of steps by date without NAs
p <- qplot(date, steps, data = data, geom = "bar", stat = "identity")
# Horizontal line at mean
pMean <- mean(data$steps)
p <- p + geom_hline(yintercept = pMean, color = "red", size = 2)
# Label mean line
posX <- with(data, date[ceiling(length(date) / 2)])
posY <- 20000
label <- paste("Mean =", format(pMean, nsmall = 1))
p <- p + annotate("text", x = posX, y = posY, label = label,
color = "red")
# Horizontal line at median
pMedian <- median(data$steps)
p <- p + geom_hline(yintercept = pMedian, color = "blue", linetype = 2,
size = 1)
# Label median line
posY <- 19000
label <- paste("Median =", format(pMedian, nsmall = 1))
p <- p + annotate("text", x = posX, y = posY, label = label,
color = "blue")
# Return plot
p
}
histStepsDate(stepsDate) + labs(title = "Total Steps by Date (Remove NAs)")
</code></pre>
<p><img src="data:image/png;base64,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" alt="plot of chunk histStepsDate"/> </p></li>
</ol>
<h3>What is the average daily activity pattern?</h3>
<ol>
<li><p>Summarise steps by interval (excluding NAs)</p>
<pre><code class="r">stepsInterval <- ddply(datNoNA, "interval", summarise, steps = mean(steps))
</code></pre></li>
<li><p>Chart steps by interval as a line with max</p>
<pre><code class="r">lineStepsInterval <- function(data) {
# Bar plot of steps by date without NAs
p <- qplot(interval, steps, data = data, geom = "line")
# Label max
stepsMax <- max(data$steps)
intvMax <- subset(data, steps == stepsMax, select = interval)[[1]]
posX <- intvMax + 825L
posY <- stepsMax
label <- paste("Interval =", intvMax, "| Max Avg Steps = ",
format(stepsMax))
p <- p + annotate("point", x = intvMax, y = stepsMax, color = "red",
size = 5)
p <- p + annotate("text", x = posX, y = posY, color = "red",
label = label)
# Return plot
p
}
lineStepsInterval(stepsInterval) + labs(title =
"Mean Steps by Interval (Remove NAs)")
</code></pre>
<p><img 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" alt="plot of chunk lineStepsInterval"/> </p></li>
</ol>
<h3>Imputing missing values</h3>
<ol>
<li><p>Replace NAs with mean for interval</p>
<pre><code class="r">replaceNA <- function(sSteps, iInterval, data = stepsInterval) {
ifelse(is.na(sSteps),
subset(data, iInterval == interval, select = steps)[[1]],
sSteps)
}
datReplaceNA <- ddply(dat, c("date", "interval"), transform,
steps = replaceNA(steps, interval))
</code></pre></li>
<li><p>Summarize steps by date and chart as a bar plot with mean and median lines</p>
<pre><code class="r">datTemp <- ddply(datReplaceNA, "date", summarise, steps = sum(steps))
histStepsDate(datTemp) + labs(title = "Total Steps by Date (Replace NAs)")
</code></pre>
<p><img 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" alt="plot of chunk histReplaceNA"/> </p>
<pre><code class="r">rm(datTemp)
</code></pre></li>
<li><p>Summarize steps by interval and chart as a line with max</p>
<pre><code class="r">datTemp <- ddply(datReplaceNA, "interval", summarise, steps = mean(steps))
lineStepsInterval(datTemp) + labs(title =
"Mean Steps by Interval (Replace NAs)")
</code></pre>
<p><img 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" alt="plot of chunk avgReplaceNA"/> </p>
<pre><code class="r">rm(datTemp)
</code></pre></li>
</ol>
<h3>Are there differences in activity patterns between weekdays and weekends?</h3>
<ol>
<li><p>Add weekday character colum to data</p>
<pre><code class="r">weekDayOrEnd <- function(date) {
ifelse(format(date, format = "%w") %in% 1:5,
"weekday",
"weekend")
}
datReplaceNA <- transform(datReplaceNA, weekday = weekDayOrEnd(date))
</code></pre></li>
<li><p>Summarise steps by interval categorized by weekday/weekend</p>
<pre><code class="r">stepsSplit <- ddply(datReplaceNA, c("interval", "weekday"), summarise,
steps = mean(steps))
</code></pre></li>
<li><p>Chart steps by interval as a line with facets by weekday/weekend</p>
<pre><code class="r">p <- qplot(interval, steps, data = stepsSplit, geom = c("line", "smooth"),
facets = . ~ weekday)
p + labs(title = "Mean Steps by Interval (Replace NAs)")
</code></pre>
<pre><code>## geom_smooth: method="auto" and size of largest group is <1000, so using loess. Use 'method = x' to change the smoothing method.
## geom_smooth: method="auto" and size of largest group is <1000, so using loess. Use 'method = x' to change the smoothing method.
</code></pre>
<p><img 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" alt="plot of chunk lineStepsSplit"/> </p>
<pre><code class="r">rm(p)
</code></pre></li>
</ol>
</body>
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