Figure 1 shows the electron density distribut | vedclass

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(C) node is a region where the probability of finding an electron is zero. For a radial wave function, this corresponds to the point where the wave fu

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$D$

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(C) node is a region where the probability of finding an electron is zero. For a radial wave function, this corresponds to the point where the wave function $\psi(r)$ crosses the x-axis, i.e.,$\psi(r) = 0$.
In the radial wave function plot for a $2s$ orbital, the curve crosses the x-axis at a specific distance from the nucleus. Based on standard representations of this graph, point $C$ typically marks the intersection where $\psi(r) = 0$, representing the spherical node.

Figure $1$ shows the electron density distribution for a $2s$ orbital. Figure $2$ shows the radial wave function plot for a $2s$ orbital. Which of the following points $(A, B, C, D)$ in Figure $2$ most accurately represents the spherical nodal surface as shown in Figure $1$?

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