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dz^2 orbital has :...

`d_z^2` orbital has :

A

Two lobes along z-axis and a ring along `xy-"plane"`

B

Two lobes along z-axis and two lobes along xy-plane

C

Two lobes along z-axis and a ring along yz-plane

D

Two lobes and a ring along z-axis.

Text Solution

Verified by Experts

The correct Answer is:
A
(a) `d_(z^2)` orbital has two lobes along `Z` axis and a ring along `XY` plane.
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d_(z^(2)) orbital is used in hybridisation of :

The d_(z^2) orbital is involved in which of the following hybridizations?

Knowledge Check

  • dz^(2) orbital has:

    A
    a lobe along z-axis and a ring along xy-plane
    B
    a lobe along z-axis and a lobe along xy-plane
    C
    a lobe along z-axis and a ring along yz-plane
    D
    a lobe and ring along z-axis

  • d_(z^(2)) 0orbital has :

    A
    has lobes along z- axis and a ring along xy plane
    B
    two lobes slong z-axis and two lobes along xy -plane
    C
    two lobes along z-axis and two a ring along yz -plane
    D
    two lobes and a ring along z-axis

  • (A) 3d_(z^(2)) orbital is spherically symmetrical. (R) 3d_(z^(2)) orbital is the only d-orbital which is spherical in shape.

    A
    Both (R) and (A) are true and reason is the correct explanation of assertion.
    B
    Both (R) and (A) are true but reason is not correct explanation of assertion
    C
    Assertion (A) is true but reason (R) is false
    D
    Assertion (A) and reason (R) both are false

    • Similar Questions

    Explore conceptually related problems

    for 3d_(z^2) orbital the value of l and m respectively are

    In which of the following d_(z^(2)) orbital is participating in hybridisation ?

    d_(x^2-y^2) and d_(z^2) orbitals is involved in which of the foollowing hybridisation?

    Assertion : 3d_(z^(2)) orbital is spherically symmetrical. Reason : The shapes of all five d-orbitals are similar to each other.

    Consider the following statements: (a) Electron density in the XY plane in 3d_(x^(2)-y^(2)) orbital is zero (b) Electron density in the XY plane in 3d_(z^(2)) orbital is zero. (c ) 2s orbital has one nodel surface (d) for 2p_(z) orbital, XY is the nodal plane. Which of these are incorrect statements :

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