The number of given orbitals which have electron density along the axis is:
, , , , , , ,
The number of given orbitals which have electron density along the axis is:
, , , , , , ,
Correct answer:5
Standard Method
Given: The orbitals are .
Find: The number of orbitals which have electron density along the axis.
From the given explanation, the axial orbitals are:
The orbitals and have their lobes aligned along the corresponding coordinate axes. Also, and have electron density directed along the axes.
Therefore, the total number of such orbitals is .
Counting and as axial orbitals is incorrect because their electron density lies between axes, not along the axes. Instead, identify whether the lobes point directly on an axis or between axes.
Ignoring is a mistake because its lobes lie along the and axes. Check the orientation of each -orbital carefully before counting.
Treating only the -axis as 'the axis' is wrong here because the question asks about electron density along coordinate axes in general. Include orbitals aligned along the , , or axes.
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