Taylor Series Update

TaylorSeries.py

@@ -28,27 +28,3 @@ def taylor(function,x0,n):
 		i += 1
 	return p
 print(taylor(cos(x),0,5))
-def plot():
-	x_lims = [-5,5]
-	x1 = np.linspace(x_lims[0],x_lims[1],800)
-	y1 = []
-    # Approximate up until 10 starting from 1 and using steps of 2
-	for j in range(1,10,2):
-		func = taylor(f,0,j)
-		print('Taylor expansion at n='+str(j),func)
-		for k in x1:
-			y1.append(func.subs(x,k))	
-		plt.plot(x1,y1,label='order '+str(j))
-		y1 = []
-	# Plot the function to approximate (sine, in this case)
-	plt.plot(x1,np.sin(x1),label='sin of x')
-	plt.xlim(x_lims)
-	plt.ylim([-5,5])
-	plt.xlabel('x')
-	plt.ylabel('y')
-	plt.legend()
-	plt.grid(True)
-	plt.title('Taylor series approximation')
-	plt.show()
-
-#plot()