For the n = 2 states (l = 0 and l = 1), compare the probabilities of the electron being found inside the Bohr radius. scilab programming

For the n = 2 states (l = 0 and l = 1), compare the probabilities of the electron being found inside the Bohr radius. 

CODING:

clear

clc

Pr1 = integrate('(1/8)*((4*x^2)-(4*x^3)+(x^4))*%e^(-x)','x',0,1);

Pr2 = integrate('(1/24)*(x^4)*(%e^-x)','x',0,1);

ratio=Pr1/Pr2;

disp(Pr1);

disp(Pr2);

disp(ratio);

OUTPUT:

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