Convert from python language to matlab.

def f(x): return 0.2+(25*x)-(200*x**2)+(675*x**3)-(900*x**4)+(400*x**5)

a=0 b=0.8 n=1 print ('n \t\t h \t\t I \t\t ea \t\t et \t\t Ea')

while n<11: n=n+2 h=(b-a)/n suma=0 suma1=0

for i in range (1,n,2): xi=a+i*h suma=suma+f(xi) for j in range (2,n,2): xj=a+j*h suma1=suma1+f(xj) I=(b-a)*(f(a)+4*suma+2*suma1+f(b))/(3*n) Ia=I Ea=-((b-a)**(5)*(-2400))/(180*n**4) ea=abs((I-Ia)/I)*100 et=abs((1.640533-I)/1.640533)*100 print ('%f\t %f\t %f\t %f\t %f\t %f'% (n,h,I,ea,et,Ea))