Question

4 (particle in a box n = 1) 5 (particle in a box n = 2) 6 (particle in a box n = 3)

Find the definite integral that is equal to the probability of finding the particle between:

a) x=0 and x=25

b)x=25 and x=50

When described by the normalized wave function 4

Answer 1

***2 Snu da & Jas sinon on [Spa y de probabity] • 4 y28@sinine da = + 5°8-cer 22n) da † as - din Sor] between xa as - 50 5 * 2 sinna to prosina de t [a base di sinten -t [as - kn ( sin 1997 - Sin So")

For n=2 Sºs 2 sin aux dans + secondo + [25 - 7. din le] Between as - so range between x 25-so psea un oga da = { [xl - Sin Som ) - + [25 - ( sin Soren - Sin Iser) value of t is not supplied here, so numerical values are not derived.