$BX_3 + NH_3 \xrightarrow{R.T} BX_3 \cdot NH_3 + \text{Heat of adduct formation } (\Delta H)$. The numerical value of $\Delta H$ is found to be maximum for

  • A
    $BF_3$
  • B
    $BCl_3$
  • C
    $BBr_3$
  • D
    $BI_3$

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Similar Questions

Which of the following has a different number of $p_{\pi}-d_{\pi}$ bonds compared to the other molecules?

Identify the statement$(s)$ which is(are) not correct from the following:
$a)$ $NH_3$ and $H_3O^+$ are isostructural
$b)$ $ClF_3$ has $T$-shape
$c)$ $O_2$ molecule is paramagnetic
$d)$ Bond order of $N_2^+$ is more than $N_2$

Consider the following pairs:
OrderProperty
$(A)$ $NO_2 > O_3 > H_2O$Bond angle
$(B)$ $H_2O > HF > NH_3$Dipole moment
$(C)$ $I_2 > F_2 > N_2$Bond length

Which of the above pairs are correctly matched?

What is the structure of $BeCl_2$ molecule in gaseous and solid state?

Identify the correct orders against the property mentioned:
$(A)$ $H_2O > NH_3 > CHCl_3$ - dipole moment
$(B)$ $XeF_4 > XeO_3 > XeF_2$ - number of lone pairs on central atom
$(C)$ $O-H > C-H > N-O$ - bond length
$(D)$ $N_2 > O_2 > H_2$ - bond enthalpy
Choose the correct answer from the options given below:

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