# Section 10.16 Snippets

# Time Series
# Simple Linear Regression
# Linear Relationships

c = lambda f: 5 / 9 * (f - 32)

temps = [(f, c(f)) for f in range(0, 101, 10)]

import pandas as pd

temps_df = pd.DataFrame(temps, columns=['Fahrenheit', 'Celsius'])

axes = temps_df.plot(x='Fahrenheit', y='Celsius', style='.-')

y_label = axes.set_ylabel('Celsius')

# Components of the Simple Linear Regression Equation
# SciPy’s stats Module
# Pandas
# Seaborn Visualization
# Getting Weather Data from NOAA

# Loading the Average High Temperatures into a DataFrame
nyc = pd.read_csv('ave_hi_nyc_jan_1895-2018.csv')

nyc.head()

nyc.tail()

# Cleaning the Data
nyc.columns = ['Date', 'Temperature', 'Anomaly']

nyc.head(3)

nyc.Date.dtype

nyc.Date = nyc.Date.floordiv(100)

nyc.head(3)

# Calculating Basic Descriptive Statistics for the Dataset
pd.set_option('precision', 2)

nyc.Temperature.describe()

# Forecasting Future January Average High Temperatures
from scipy import stats

linear_regression = stats.linregress(x=nyc.Date,
                                     y=nyc.Temperature)

linear_regression.slope

linear_regression.intercept

linear_regression.slope * 2019 + linear_regression.intercept

linear_regression.slope * 1850 + linear_regression.intercept

# Plotting the Average High Temperatures and a Regression Line
import seaborn as sns

sns.set_style('whitegrid')

axes = sns.regplot(x=nyc.Date, y=nyc.Temperature)

axes.set_ylim(10, 70)

# Getting Time Series Datasets




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