If N02 atoms of X(g) are converted in to X+(g) by absorbing energy E1, N02atoms of X are converted to X−, E2 energy is released, Then:

X→X++e−→N02 atoms require E1, 1 atom →2E1N0 energyX+e−→X−+ energy,N02 atoms→E2 (energy release)1atom →2E2N0 energy

If N02 atoms of X(g) are converted in to X+(g) by absorbing energy E1, N02atoms of X are converted to X−, E2 energy is released, Then:

X→X++e−→N02 atoms require E1, 1 atom →2E1N0 energyX+e−→X−+ energy,N02 atoms→E2 (energy release)1atom →2E2N0 energy

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If $\frac{N_{0}}{2}$ atoms of $X (g)$ are converted in to $X^{+} (g)$ by absorbing energy $E_{1}, \frac{N_{0}}{2}$ atoms of X are converted to $X^{-}, E_{2}$ energy is released, Then:

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Electron affinity of X would be 2E₂

Electron affinity of X would be $\frac{2 E_{2}}{N_{0}}$

Ionization potential of X would be 2E₁

Ionization potential of X would be $\frac{2 E_{1}}{N_{0}}$

answer is A, C.

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$X \to X^{+} + e^{-} \to \frac{N_{0}}{2}$ atoms require $E_{1}, 1$ atom $\to \frac{2 E_{1}}{N_{0}}$ energy
$X + e^{-} \to X^{-} +$ energy, $\frac{N_{0}}{2}$ atoms $\to E_{2}$ (energy release)
1atom $\to \frac{2 E_{2}}{N_{0}}$ energy

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If N02 atoms of X(g) are converted in to X+(g) by absorbing energy E1, N02atoms of X are converted to X−, E2 energy is released, Then:

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If $\frac{N_{0}}{2}$ atoms of $X (g)$ are converted in to $X^{+} (g)$ by absorbing energy $E_{1}, \frac{N_{0}}{2}$ atoms of X are converted to $X^{-}, E_{2}$ energy is released, Then: