套件載入
library(readr)
library(stringr)
library(magrittr)
library(DT)
資料集
- 資料集描述:有關我國基本工資制定與調整之歷史沿革
- 主要欄位說明:序號、指示/發布日期、內容/調整金額、實施日期
- 資料集提供機關名稱:勞動部
- 資料量:約26筆
資料載入
dataset <- read_csv("http://data.gov.tw/iisi/logaccess/70163?dataUrl=http://apiservice.mol.gov.tw/OdService/download/A17000000J-020050-MUA&ndctype=CSV&ndcnid=6281")
## Parsed with column specification:
## cols(
## `指示/發佈日期(民國)` = col_character(),
## `內容/調整金額(新台幣)` = col_character(),
## `實施日期(民國)` = col_character()
## )
names(dataset) <- c("annc_date", "salary", "started")
資料處理
dataset <- dataset[-c(1:6),]
dataset$monthly <- str_extract_all(dataset$salary, "月薪.*", simplify = T) %>%
strsplit("、") %>% sapply(`[`, 1) %>% gsub("月薪|,","", .) %>% as.numeric()
dataset$daily <- str_extract_all(dataset$salary, "日薪.*", simplify = T) %>%
strsplit("、") %>% sapply(`[`, 1) %>% gsub("日薪|,","", .) %>% as.numeric()
dataset$hourly <- str_extract_all(dataset$salary, "時薪.*", simplify = T) %>%
strsplit("、") %>% sapply(`[`, 1) %>% gsub("時薪|,","", .) %>% as.numeric()
- 目測補值:
- 102年4月1日生效的調整月薪可以合併至102年1月1日
- 103年7月1日生效的調整月薪可以合併至103年1月1日
- 106年1月1日生效的調整時薪讓105年10月1日生效的調整時薪顯得無意義
dataset$monthly[dataset$started=="102年1月1日"] <- dataset$monthly[dataset$started=="102年4月1日"]
dataset$monthly[dataset$started=="103年1月1日"] <- dataset$monthly[dataset$started=="103年7月1日"]
dataset <- dataset[(dataset$started!="102年4月1日" &
dataset$started!="103年7月1日" &
dataset$started!="105年10月1日"),]
資料轉換
dataset$daily[is.na(dataset$daily)] <- dataset$hourly[is.na(dataset$daily)] * 8
結果呈現與視覺化
- 以日薪與月薪的比例,思考打零工與上班族的差距
- 從民國67年至86年,月薪相等於每月工作30日,每日工作8小時
tmp <- dataset$monthly/dataset$daily
tmp <- as.table(tmp)
names(tmp) <- str_extract_all(dataset$started,".*月",simplify = T)
par(family = "STKaiti")
barplot(tmp, las=2, main = "民國67年至106年相等月薪之工作時數")
![](data:image/png;base64,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)
- 將民國67年至86年的資料忽略試試
- 由圖表可知:
- 96年至101年,時薪制員工每日工作8小時並工作約23日,薪水與月薪制相同
- 102年起至今年,同樣工作8小時,工作天數逐年下降至約工作20日,可與月薪制相同
par(family = "STKaiti")
bp <- barplot(tmp[-c(1:15)], las=2, main = "民國96年至106年相等月薪之工作時數",
ylim = c(0,25))
text(bp,y=10,labels = round(tmp[-c(1:15)],1))
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)
你怎麼看?