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A node is a point in space where the wave function $(Ψ)$ has zero amplitude.

Total number of nodes in an orbital is equal to (n - 1).

$Ψ^{2}$ represents the probability density of finding n electron.

Total no. of angular nodes in 2p_xorbital is one.

answer is A.

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Detailed Solution

Node is the point in space at which wave-function has no or 0 value. Thus, ψ has 0 amplitude. The number of maxima (peaks) in radial distribution in n−l.

ψ2 shows the probability of getting electron and $4 {πr}^{2} R_{n, l}^{2} (r)$ represent the radial probability.

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