Match the following List-A and List-B correct | vedclass

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Question

(B) The $VSEPR$ theory classifies molecules based on the number of bonding pairs $(B)$ and lone pairs $(E)$ around the central atom $(A)$:$(1)$ $AB_3E

Vedclass · Accepted Answer

$(1-D), (2-C), (3-A), (4-B)$

Vedclass · Answer

(B) The $VSEPR$ theory classifies molecules based on the number of bonding pairs $(B)$ and lone pairs $(E)$ around the central atom $(A)$:$(1)$ $AB_3E_2$: This corresponds to a $T$-shaped geometry,e.g.,$ClF_3$. However,based on the provided options,$AB_3E_2$ is often associated with $ClF_3$. Let's re-evaluate the mapping: $(1)$ $AB_3E_2$ corresponds to $ClF_3$ (if $E$ represents lone pairs,$ClF_3$ has $3$ bond pairs and $2$ lone pairs).$(2)$ $AB_2E_2$ corresponds to $H_2O$ ($2$ bond pairs,$2$ lone pairs).$(3)$ $AB_5E$ corresponds to $BrF_5$ ($5$ bond pairs,$1$ lone pair).$(4)$ $AB_3E$ corresponds to $NH_3$ ($3$ bond pairs,$1$ lone pair).Thus,the correct matching is $(1-D), (2-C), (3-A), (4-B)$.

List-$A$	List-$B$
$(1)$ $AB_3E_2$	$(A)$ $BrF_5$
$(2)$ $AB_2E_2$	$(B)$ $NH_3$
$(3)$ $AB_5E$	$(C)$ $H_2O$
$(4)$ $AB_3E$	$(D)$ $ClF_3$

Match the following List-$A$ and List-$B$ correctly.

List-$A$ List-$B$

$(1)$ $AB_3E_2$ $(A)$ $BrF_5$

$(2)$ $AB_2E_2$ $(B)$ $NH_3$

$(3)$ $AB_5E$ $(C)$ $H_2O$

$(4)$ $AB_3E$ $(D)$ $ClF_3$

Similar Questions

The correct increasing order for bond angles among $BF_3$,$PF_3$ and $ClF_3$ is:

The sets of molecules in which the central atom has no lone pair of electrons are:
$i$. $SnCl_2, NH_3, SF_4$
$ii$. $HgCl_2, SO_3, SF_6$
$iii$. $BeCl_2, BF_3, PCl_5$
$iv$. $ClF_3, BrF_5, XeF_6$

Which among the following species does not have an angular shape?
$I.$ $ICl_2^+$
$II.$ $NH_2^-$
$III.$ $CS_2$
$IV.$ $H_2Se$

The numbers of lone pair$(s)$ on $Xe$ in $XeF_2$ and $XeF_4$ are,respectively:

Which of the following is $INCORRECT$?

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Match the following List-$A$ and List-$B$ correctly. List-$A$ List-$B$ $(1)$ $AB_3E_2$ $(A)$ $BrF_5$ $(2)$ $AB_2E_2$ $(B)$ $NH_3$ $(3)$ $AB_5E$ $(C)$ $H_2O$ $(4)$ $AB_3E$ $(D)$ $ClF_3$