In the ground state of the harmonic oscillator, what is the probability (correct to three...

In the ground state of the harmonic oscillator, what is the probability (correct to three significant digits) of finding the particle outside the classically allowed region? Hint: Classically, the energy of an oscillator is E = (1/2)ka2 = (1/2)mω2a2, where a is the amplitude. So the “classically allowed region” for an oscillator of energy E extends from . Look in a math table under “Normal Distribution” or “Error Function" for the numerical value of the integral.