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The following graph is obtained when de-Broglie wave length ( $λ$ ) on x - axis is plotted against $\frac{1}{Atomic number (Z)}$ of given Bohr's atom. The correct relation is
( n= principal quantum number)

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n₁> n₂< n₃

n₁>n₂>n₃

n₃>n₂>n₁

n₁< n₂> n₃

answer is C.

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Detailed Solution

$λ = 2 {πr}_{(1, H)} \times \frac{1}{Z} \times n$

y = mx is straight line with slope = $2 {πr}_{(1, H)} n$

For same Z value slope increases with increase in "n" value

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