Note :

if yous answer  is options 1,3,4 then you have to fill the Answer as ‘134’ 

If your answer is options 2, 4 then you have to fill the answer as '24'

In simple harmonic motion
1) Potential energy and kinetic energy may not be equal in mean position
2) Potential energy and kinetic energy may be equal in extreme position 
3) Potential energy may be zero at extreme position
4) Kinetic energy plus potential energy oscillates simple harmonically
 

If zero potential energy is chosen at extreme position, potential energy is zero at extreme position. As the extreme position is a turning point and motion of a particle undergoing SHM is bounded, the kinetic energy at extreme position is always zero.
Therefore, if extreme position is taken as reference point, potential energy is equal to zero and potential energy is equal to Kinetic energy.

The sum of potential energy and kinetic energy for a particle executing SHM is always conserved. Therefore, total energy does not oscillate harmonically.