The number of maxima in the radial probability distribution curve of valence orbital of sc
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The total number of maxima in the radial probability distribution curve of the 2s orbital is two.
- The radial distribution curve provides a clue about the electron density at a radial space from the nucleus.
- Also as we know, the total no of nodes in the radial probability distribution curve is are n−1.
- The number of spherical or radial nodes is equal to n−l−1.
- And the number of angular nodes is l.
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In this question, there are 2 maximum number of electrons available.
Explanation:
- The maximum number in the 2s electrons is 2.
- They also know As N, where is the number of nodes, and n-1 is the complete node.
- Field of energy or radial node actual figures are equivalent to n−l−1, Which the number of corner partitions is l.
- Please find the attachment.
Learn more:
- Electrons: https://brainly.in/question/5202181
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