Answer:
kinetic energy does not change
Step-by-step explanation:
you can use the formula for the kinetic energy of the electron and for the radius of the trajectory of an electron in a uniform magnetic field:

me: mass of the electron
B: magnetic field
q: charge of the electron
r: radius
By doing v the subject of the formula and replace it in the expression for the kinetic energy you obtain:

as youcan see, all parameters r, q, B and me are constant.
hence, the kinetic energy does not change