The problem of defining the radius of inclusion (R) for a given probability for the 1s state of the H atom is discussed in this article. Using the explicit form of the wave function, an integration over the spherical coordinates 0 < r < R, 0 < S < p , 0 < f < 2p is effected, and the resulting function in R is set equal to the specified probability. After the integration result is recast in an alternative logarithmic form, a simple direct iteration scheme is applied to the logarithmic form to determine a resulting atomic radius (R) for any given probability. A brief computer program is included for student implementation and extension. Possible improvements and extensions are suggested.
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