Which will have the maximum value of electron affinity `O^(x),O^(y),O^(z)` [x,y and z respectively are `0,-1` and `-2]`?

Which will have the maximum value of electron affinity O^(X),O^(Y),O^(Z) (X, Y, Z respectively are 0, -1 and -2)

Which will have the maximum value of electron affinity O^x , O^y , O^z ? (x , y and z have the values 0, -1 and -2 respectively)

The electron affinity values ( in KJ m o l e^(-1) ) of three halogens x,y and z are respectively -349, -333 and - 325 . Then x,y and z respectively are

The electron affinity values(in KJ "mole"^(-1)) of three halogens x, y and z are respectively -349, -333 and -325. Then x, y and z respectively are

The electron affinity values(in KJ "mole"^(-1)) of three halogens x, y and z are respectively -349, -333 and -325. Then x, y and z respectively are

The electron affinity values (in kJ mol^(-1)) of three halogens, x,y , and z are, respectively, -349, -333 , and -325 . Then x, y , and x , are respectively,

If (x^(y))^z =2^(8) then find the maximum possible value of (x)(y)(z) where x,y,z gt 0

The electron affinity values (in kJ mol^(-1) ) of three halogens, X, Y and Z are respectively -349, -333 and -325. Then X, Y and Z are respectively

The electron affinity values (in kJ mol^(-1) )of three halogens X, Y and Z are respectively-349,-333 and -325. Then X, Y and Z are respectively: