Consider `Al_(2)(OH)_(6)` compound and calculate the vale of `(X+Y):=Z`
Where X= Total number of `(2c-2e^(-))` bond.
Where Y=Total number of `(3c-2e^(-))` bond.
Where Z= Total number of `(3c-4d^(-))` bond.

Consider Al_(2)(OH)_(6) compound and caculate the value of (X+Y)+Z Wher X=total number of (2c-2e^(-)) bond. Y=total number of (3c-2e^(-)) bond. Z=total numbe of (3c-4e^(-)) bond

Consider the structure of Al_(2)Me_(6) compound and find the value of (x-y)/(z) where x= maximum number of atoms that can lie in place having terminal (Al-Me) bonds y= total number of 3c-2e^(-) bonds z= total number of atoms that are sp^(3) hydrized.

Consider the structure of Al_(2)Me_(6) compound and find the value of (x-y)/(z) where x= maximum number of atoms that can lie in place having terminal (Al-Me) bonds y= total number of 3c-2e^(-) bonds z= total number of atoms that are sp^(3) hydrized.

Total number of bonds in HC-=C-C-=CH ?

(3c, 2e) bond is present in

Consider the following compounds (1) H_(3)CF (2) H_(2)CF_(2) (3) CH_(4) (4) H_(3)C CF_(3) (5) CH_(3)CH_(2)+ (6) C_(2)H_(4) and calculate value of Y+X, (where X is the total number of compounds which have H-C-H bond angles equal to 109^(@)28' and Y is the total number of compounds which have H-C-H bond angles greater than 109^(@)28' and less than 120^(@)

Consider the following compounds (1) H_(3)CF (2) H_(2)CF_(2) (3) CH_(4) (4) H_(3)C CF_(3) (5) CH_(3)CH_(3) (6) C_(2)H_(4) and calculate value of Y+X, (where X is the total number of compounds which have H-C-H bond angles equal to 109^(@)28' and Y is the total number of compounds which have H-C-H bond angles greater than 109^(@)28' and less than 120^(@)

Total number of sigma bonds present in Fe_2(CO)_9 is

Consider the following orbitals (i) 3p_(x) (ii) 4d_(z^(2)) (iii) 3d_(x^(2)-y^(2)) (iv) 3d_(yz) Then, calculate value of " x+y-z " here x is total number of gerade orbital and y is total number of ungerade orbitals and z is total number of axial orbitals in given above orbitals.

Calculate value of "x+y" ffor "hypophoshporic acid", where x is total number of lone pair(s) and y is total number pi -bond(s) in givenn oxo-acids.