Step 1: Energies in an orbit
\(K = -E_n\), \(U = 2E_n\), \(E_n = -\frac{13.6Z^2}{n^2}\ \text{eV}\).
Step 2: Transition to the ground state
The electron goes to a lower orbit, so \(E_n\) becomes more negative: total energy decreases.
Step 3: Effect on KE and PE
\(K = -E_n\) increases. \(U = 2E_n\) becomes more negative, so PE decreases.
Step 4: Result
KE increases while PE and TE decrease. Statement (B). Statement (A) is wrong since KE rises.
Final Answer:
KE increases while PE and TE decrease.
\[ \boxed{\text{(B)}\ \text{KE increases, PE and TE decrease}} \]