For a particle in a box of length l, use the variation function ( = xk (l

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For a particle in a box of length l, use the variation function ( = xk (l - x)k for 0 ( x ( l.
You will need the integral
*(1 – x)' dx = pte+(s + 1)r(t + 1) I(s +t + 2) %3D

Where the gamma function obeys the relation

For a particle in a box of length l, use

The definition of the gamma function ( (z) need not concern you, since the gamma functions will ultimately cancel.

For a particle in a box of length l, use

(b) Find the optimum value of k and calculate the percent error in the ground-state energy for this k.

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Quantum Chemistry

ISBN: 978-0321803450

7th edition

Authors: Ira N. Levine

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