import numpy as np #punti equidistanti intervallo def punti_equidistanti(a, b, n): x = np.linspace(a, b, n+1) return x punti =…
import numpy as np def poli(x): return (x-1)**9 #polinomio esteso def funx_esercizio1_scomp(x): return x**9-9*x**8+36*x**7-84*x**6+126*x**5-126*x**4+84*x**3-36*x**2+9*x-1 def parabola(x): return x**2 #punti equidistanti…
import numpy as np def poli(x): return (x-1)**9 #nodi di chebyshev def chebichev(a, b, n): x = (a+b)/2 + (b-a)/2…
import numpy as np def poli(x): return (x-1)**9 #polinomio esteso def funx_esercizio1_scomp(x): return x**9-9*x**8+36*x**7-84*x**6+126*x**5-126*x**4+84*x**3-36*x**2+9*x-1 def parabola(x): return x**2 #punti equidistanti…
import numpy as np def poli(x): return (x-1)**9 #polinomio esteso def funx_esercizio1_scomp(x): return x**9-9*x**8+36*x**7-84*x**6+126*x**5-126*x**4+84*x**3-36*x**2+9*x-1 #punti equidistanti intervallo def punti_equidistanti(a, b,…
import numpy as np def poli(x): return (x-1)**9 #polinomio esteso def funx_esercizio1_scomp(x): return x**9-9*x**8+36*x**7-84*x**6+126*x**5-126*x**4+84*x**3-36*x**2+9*x-1 #punti equidistanti intervallo def punti_equidistanti(a, b,…
import numpy as np def poli(x): return (x-1)**9 #polinomio esteso def funx_esercizio1_scomp(x): return x**9-9*x**8+36*x**7-84*x**6+126*x**5-126*x**4+84*x**3-36*x**2+9*x-1 #punti equidistanti intervallo def punti_equidistanti(a, b,…
import numpy as np def poli(x): return (x-1)**9 a = 2 la_y = poli(a) import matplotlib.pyplot as plt plt.plot(a, la_y,…
#esercizio1 import numpy as np #polinomio def poli(x): return (x-1)**9 def punti_equidistanti(a, b, n): x = np.linspace(a, b, n+1) return…
#esercizio1 import numpy as np #polinomio def poli(x): return (x-1)**9 a = 2 val = poli(a) import matplotlib.pyplot as plt…