According to VBT any covalent bond will be formed by overlapping of atomic orbitals of bonded atoms provided atomic orbitals must be half-filled and electrons be in opposite spin. According to type of overlapping covalent bonds can be classified as (a) sigma-bond (b) pi-bond (c ) delta-bond : If F_(2)C_(1)=C_(2) " part of " F_(2)C_(1)=C_(2)=C_(3)=C_(4)F_(2) lies in yz-plane, then incorrect statment is :

According to VBT any covalent bond will be formed by overlapping of at

1.	According to VBT any covalent bond will be formed by overlapping of atomic orbitals of bonded atoms provided atomic orbitals must be half-filled and electrons be in opposite spin. According to type of overlapping covalent bonds can be classified as (a) sigma-bond (b) pi-bond (c ) delta-bond : If F_(2)C_(1)=C_(2) " part of " F_(2)C_(1)=C_(2)=C_(3)=C_(4)F_(2) lies in yz-plane, then incorrect statment is :
Answer» <P>NODAL plane of `PI`-bond between `C_(1) and C_(2)` LIES in yz-plane, FORMED by sideways overlapping of `p_(x)`-orbitals Nodal plane of `pi`-bond between `C_(2) and C_(3)` lies in xz-plane, formed by sideways overlapping of `p_(y)`-orbitals Nodal plane of `pi`- bond between `C_(3) and C_(4)` lies in yz-plane, formed by sideways overlapping of `p_(y)` -orbitals Nodal plane of `pi`-bond between `C_(2) and C_(3)` lies in xy-plane, formed by sideways overlapping of `p_(x)` - orbitals Solution :Nodal plane of `pi` - bond between `C_(3) and C_(4)` lies in yz-plane formed by sideways overlapping of `p_(x)` - orbitals.