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The region where the probability density function reduces to zero is called nodal surface or node

Boundary surface diagram of an orbital covers about 90% probability of finding electron in covered space

ns orbital has (n - 1) spherical nodes

Total number of nodes in an orbital is (n -l -1)

answer is D.

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Detailed Solution

An orbital has ‘l’ angular and (n -l -1) spherical nodes. Hence, total nodes are the sum, i.e., (n -1).

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