Question:easy

The number of radial nodes possible for \(3p\)-orbital is \(x\) and the number of angular nodes possible for \(4d\)-orbital is \(y\). What is \(x:y\)?

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Remember: \[ \text{Total Nodes}=n-1 \] \[ \text{Radial Nodes}=n-l-1 \] \[ \text{Angular Nodes}=l \] For \(p\)-orbitals, \(l=1\); for \(d\)-orbitals, \(l=2\).
Updated On: Jul 29, 2026
  • \(3:2\)
  • \(2:1\)
  • \(1:2\)
  • \(1:1\)
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The Correct Option is C

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