{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Assignment 3\n", "\n", "The US Department of Agriculture publishes price estimates for fruits and vegetables [online](https://www.ers.usda.gov/data-products/fruit-and-vegetable-prices/fruit-and-vegetable-prices/). The most recent estimates are based on a 2013 survey of US retail stores.\n", "\n", "The estimates are provided as a collection of MS Excel files, with one file per fruit or vegetable. The `assignment3_data.zip` file contains the fruit and vegetable files in the directories `fruit` and `vegetables`, respectively." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "__Exercise 1.1.__ Use pandas to extract the \"Fresh\" row(s) from the fruit Excel files. Combine the data into a single data frame. Your data frame should look something like this:\n", "\n", "type | food | form | price_per_lb | yield | lb_per_cup | price_per_cup\n", "---------- | ---------- | ------ | ------------ | ----- | ---------- | -------------\n", "fruit | watermelon | Fresh1 | 0.333412 | 0.52 | 0.330693 | 0.212033\n", "fruit | cantaloupe | Fresh1 | 0.535874 | 0.51 | 0.374786 | 0.3938\n", "vegetables | onions | Fresh1 | 1.03811 | 0.9 | 0.35274 | 0.406868\n", "... | | | | | |\n", "\n", "\n", "It's okay if the rows and columns of your data frame are in a different order. These modules are especially relevant:\n", "\n", "* [`str` methods](https://docs.python.org/2/library/stdtypes.html#string-methods)\n", "* [`os`](https://docs.python.org/2/library/os.html)\n", "* [`os.path`](https://docs.python.org/2/library/os.path.html)\n", "* [pandas](http://pandas.pydata.org/pandas-docs/stable/): `read_excel()`, `concat()`, `.fillna()`, `.str`, plotting methods\n", "\n", "Ask questions and search the documentation/web to find the functions you need.\n" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false }, "outputs": [], "source": [ "import os\n", "import pandas as pd" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": true }, "outputs": [], "source": [ "def read_data(path, Type):\n", " \"\"\"Extract data from each file, then extract the fresh row and delete irrelevant\n", " columns. Arguments are a string for the path and a string for the Type: fruit or vegetable\"\"\"\n", " files = os.listdir(path)\n", " df = pd.DataFrame()\n", " for f in files:\n", " data = pd.read_excel(path + '/' + f, header = None, skiprows = [0,1,2])\n", " data = data.iloc[:,:7]\n", " data = data.rename(columns=lambda i: ['Form', 'Price Per lb', 'Unit', 'Yield', 'lb Per Cup', 'Unit',\n", " 'Price per Cup'][i])\n", " data = data.drop(data.columns[[2,5]], axis=1)\n", " x1 = pd.ExcelFile(path + '/' + f)\n", " a = x1.sheet_names\n", " data['Food'] = str(a[0])\n", " data['Type'] = Type\n", " data = data[data[\"Form\"].str.startswith(\"Fresh\") == True]\n", " \n", " df = df.append(data)\n", " \n", " return df " ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": false }, "outputs": [], "source": [ "fruit_data = read_data('assignment3_data/fruit', 'Fruit')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "__Exercise 1.2.__ Reuse your code from exercise 1.1 to extract the \"Fresh\" row(s) from the vegetable Excel files.\n", "\n", "Does your code produce the correct prices for tomatoes? If not, why not? Do any other files have the same problem as the tomatoes file?\n", "\n", "You don't need to extract the prices for these problem files. However, make sure the prices are extracted for files like asparagus that don't have this problem." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": false }, "outputs": [], "source": [ "veg_data = read_data('assignment3_data/vegetables', 'Vegetable')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "__Exercise 1.3.__ Remove rows without a price from the vegetable data frame and then combine the fruit and vegetable data frames. Make sure all columns of numbers are numeric (not strings)." ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "collapsed": false }, "outputs": [], "source": [ "veg_data = veg_data.dropna()\n", "final_data = pd.concat([fruit_data, veg_data])\n", "cols = final_data.columns.tolist()\n", "cols = cols[-1:] + [str(cols[5])] + cols[:-2]\n", "final_data = final_data[cols]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "__Exercise 1.4.__ Discuss the questions below (a paragraph each is sufficient). Use plots to support your ideas.\n", "\n", "* What kinds of fruits are the most expensive (per pound)? What kinds are the least expensive?\n", "* How do the price distributions compare for fruit and vegetables?\n", "* Which foods are the best value for the price?\n", "* What's something surprising about this data set?\n", "* Which foods do you expect to provide the best combination of price, yield, and nutrition? A future assignment may combine this data set with another so you can check your hypothesis." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We add a column to each data frames that computes the ratio of \"Price Per lb\" to \"Yield\". " ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": false }, "outputs": [], "source": [ "fruit_data['Adj Price'] = fruit_data['Price Per lb']/fruit_data['Yield']\n", "veg_data['Adj Price'] = veg_data['Price Per lb']/veg_data['Yield']\n", "final_data['Adj Price'] = final_data['Price Per lb']/final_data['Yield']" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We compute the mean of the three price columns among fruits and vegetables below. " ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "collapsed": false }, "outputs": [], "source": [ "a = fruit_data[\"Price Per lb\"].mean()\n", "b = fruit_data[\"Adj Price\"].mean()\n", "c = fruit_data[\"Price per Cup\"].mean()\n", "d = veg_data[\"Price Per lb\"].mean()\n", "e = veg_data[\"Adj Price\"].mean()\n", "g = veg_data[\"Price per Cup\"].mean()" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
Price Per lbAdj PricePrice per Cup
fruit2.0768772.5121360.862056
vegetable1.8387012.5146810.856272
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" ], "text/plain": [ " Price Per lb Adj Price Price per Cup\n", "fruit 2.076877 2.512136 0.862056\n", "vegetable 1.838701 2.514681 0.856272" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import numpy as np\n", "index = ['fruit', 'vegetable']\n", "columns = ['Price Per lb', 'Adj Price', 'Price per Cup']\n", "data = np.array([[a, b, c],[d, e, g]])\n", "\n", "mean = pd.DataFrame(data, index=index, columns=columns)\n", "mean" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we plot the price data in one easy to read plot. " ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "collapsed": false }, "outputs": [], "source": [ "from matplotlib import pyplot as plt\n", "import seaborn as sns" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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D3bp1ef3119m/f781T42IiIg8BiVaf3D58mUiIyPp3Lmzedvw4cMxmUx89913rFq1iooV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\n9J8d1ToS7f79+yQlJeHo6IihoaHa4qht7t2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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.set(style = 'whitegrid')\n", "\n", "f, ax = plt.subplots(figsize=(6, 15))\n", "\n", "sns.set_color_codes(\"muted\")\n", "sns.barplot(x=\"Adj Price\", y=\"Food\", data=final_data, label=\"Adj Price\", color=\"b\")\n", "\n", "sns.set_color_codes(\"pastel\")\n", "sns.barplot(x=\"Price Per lb\", y=\"Food\", data=final_data, label=\"Price Per lb\", color=\"b\")\n", "\n", "sns.set_color_codes(\"pastel\")\n", "sns.barplot(x=\"Price per Cup\", y=\"Food\", data=final_data, label=\"Price Per Cup\", color=\"r\")\n", "\n", "ax.legend(ncol=2, loc=\"lower right\", frameon=True)\n", "ax.set(xlim=(0, 24), ylabel=\"\", xlabel=\"Price\")\n", "sns.despine(left=True, bottom=True)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "From the graph above, we can compare the Price Per lb, the Price Per Cup, and the Adjusted Price (Price Per lb/Yield). The Adjusted Price gives an accurate price per lb for the food according to how much of the food you can actually use. Thus, it is useful to compare the adjusted prices of various foods. It is also useful to compare the price per cup to gain a sense of volume. \n", "\n", "To easily compare these three things among the different foods, I chose a horizontal bar graph, with the different bars overlapping. \n", "\n", "__Most/least expensive:__\n", "Fruit: Watermelon, bananas, cantaloup, and pineapple are the least expensive on all three measures. Raspberries, blackberries, and blueberries are the most expensive fruit according to price per lb and adjusted price. However, when comparing price per cup, the prices are lower and pomegranate is similar in price. \n", "\n", "Vegetable: Artichoke, asparagus, and corn have the highest adjusted price, but there is a big descrepancy between the adjusted price and price per lb of artichoke and asparagus. However, they still have a high price per cup. Cabbage, potatoes, and onions have the lowest prices among all three measures. \n", "\n", "__Best value:__\n", "To assess value, I chose to look at the adjusted price. The adjusted price is what you pay per lb of food that you actually use. Many of the root vegetables have the best value among vegetables: potatoes, sweet potatoes, onions, and radish. Cabbage also has a good value. Among fruit, watermelon, cantaloup, bananas, and pineapple have the best values. \n", "\n", "__Price distributions:__\n", "The prices are similar among fruits and vegetables. It appears that fruits have some of the most expensive items, but comparing means, we can see that the mean prices of fruits and vegetables are almost identical with respect to the adjusted price and price per cup. The mean for price per lb is lower for vegetables than for fruits. If we were to compute variance, I would expect the variance of the fruit data to be higher than the vegetable data. \n", "\n", "__Surprises:__\n", "I expected fruits to be more expensive than vegetables, but they ended up having similar distributions. I was also surprised to see the adjusted price for asparagus was so much higher than the price per lb. I don't discard very much of the stalk, so I was not expecting this much of a difference in price. \n", "\n", "__Combination of price, yield, and nutrition:__\n", "Tangerines, oranges, cantaloup, and bananas all have a low adjusted price and would provide good nutrition. Among vegetables, sweet potatoes, summer squash, and green peppers all have a low adjusted price and would provide good nutrition. To test my hypothesis, I would need to factor in the nutrition data. I would compare adjusted price and nutritional value. Foods with higher nutritional value will have more nutrients per lb. We could examine a scatter plot to identify foods that have higher nutritional value, but lower adjusted price. \n" ] } ], "metadata": { "anaconda-cloud": {}, "kernelspec": { "display_name": "Python [conda root]", "language": "python", "name": "conda-root-py" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 2 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython2", "version": "2.7.12" } }, "nbformat": 4, "nbformat_minor": 2 }