Question:

Probability of finding electron in YZ plane for \(p_x\) orbital is:

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For \(p\)-orbitals:
Each \(p\)-orbital has one nodal plane
The nodal plane always passes through the nucleus
Probability of finding electron in a nodal plane is zero
Updated On: Jan 9, 2026
  • \(100%\)
  • \(0%\)
  • \(90%\)
  • \(95%\)
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The Correct Option is B

Solution and Explanation

Step 1: The \(p_x\) orbital is oriented along the \(x\)-axis.
Step 2: For a \(p_x\) orbital, the YZ plane (where \(x = 0\)) is a nodal plane.
Step 3: In a nodal plane, the wave function \(\psi = 0\), hence the probability density: \[ |\psi|^2 = 0 \]
Step 4: Therefore, the probability of finding an electron in the YZ plane for a \(p_x\) orbital is: \[ \boxed{0%} \]
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