The charts created in python can have further styling by using some appropriate methods from the libraries used for charting. In this lesson we will see the implementation of Annotation, legends and chart background. We will continue to use the code from the last chapter and modify it to add these styles to the chart.
Many times, we need to annotate the chart by highlighting the specific locations of the chart. In the below example we indicate the sharp change in values in the chart by adding annotations at those points.
import numpy as np from matplotlib import pyplot as plt x = np.arange(0,10) y = x ^ 2 z = x ^ 3 t = x ^ 4 # Labeling the Axes and Title plt.title("Graph Drawing") plt.xlabel("Time") plt.ylabel("Distance") plt.plot(x,y) #Annotate plt.annotate(xy=[2,1], s='Second Entry') plt.annotate(xy=[4,6], s='Third Entry')
Its output is as follows −
We sometimes need a chart with multiple lines being plotted. Use of legend represents the meaning associated with each line. In the below chart we have 3 lines with appropriate legends.
import numpy as np from matplotlib import pyplot as plt x = np.arange(0,10) y = x ^ 2 z = x ^ 3 t = x ^ 4 # Labeling the Axes and Title plt.title("Graph Drawing") plt.xlabel("Time") plt.ylabel("Distance") plt.plot(x,y) #Annotate plt.annotate(xy=[2,1], s='Second Entry') plt.annotate(xy=[4,6], s='Third Entry') # Adding Legends plt.plot(x,z) plt.plot(x,t) plt.legend(['Race1', 'Race2','Race3'], loc=4)
Its output is as follows −
We can modify the presentation style of the chart by using different methods from the style package.
import numpy as np from matplotlib import pyplot as plt x = np.arange(0,10) y = x ^ 2 z = x ^ 3 t = x ^ 4 # Labeling the Axes and Title plt.title("Graph Drawing") plt.xlabel("Time") plt.ylabel("Distance") plt.plot(x,y) #Annotate plt.annotate(xy=[2,1], s='Second Entry') plt.annotate(xy=[4,6], s='Third Entry') # Adding Legends plt.plot(x,z) plt.plot(x,t) plt.legend(['Race1', 'Race2','Race3'], loc=4) #Style the background plt.style.use('fast') plt.plot(x,z)
Its output is as follows −