In the molecule of the type AX 2 L n (where L represents lone pairs n its number), there exists a bond b / w element A X . The angle XAX

Question

In the molecule of the type AX 2 L n (where L represents lone pairs n its number), there exists a bond b / w element A X . The angle XAX (A) Always decreases if n increases (B) Always increases if n increases (C) Will be max. for n=3 (D) Generally decreases if n decreases

Tardigrade Admin · Accepted Answer

XeF 2 L 3 is a perfect example for molecule of the type AX 2 L n where bond angle is maximum when value of n=3 <img class="img-fluid question-image" alt="image" src="https://cdn.tardigrade.in/img/question/chemistry/decb6f4f432af250150071a5f69b7179-.png" />

Q. In the molecule of the type $A X_{2} L_{n}$ (where $L$ represents lone pairs $& n$ its number), there exists a bond $b / w$ element $A & X .$ The $∠ X A X$

Always decreases if n increases

Always increases if n increases

Will be max. for n=3

Generally decreases if n decreases

$X e F_{2} L_{3}$ is a perfect example for molecule of the type $A X_{2} L_{n}$ where bond angle is maximum when value of $n = 3$

Q. In the molecule of the type AX2​Ln​ (where L represents lone pairs &n its number), there exists a bond b/w element A&X. The ∠XAX