In which of the following processes does shap | vedclass

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(D) Shape-selective catalysis is a type of catalysis that depends on the pore structure of the catalyst and the size of the reactant and product molec

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$(a)$ and $(c)$ both

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(D) Shape-selective catalysis is a type of catalysis that depends on the pore structure of the catalyst and the size of the reactant and product molecules. Zeolites are the most common shape-selective catalysts. They are aluminosilicates with a general formula $M_{x/n}[(AlO_2)_x \cdot (SiO_2)_y] \cdot mH_2O$. Zeolites are widely used in the petrochemical industry for the conversion of alcohols to gasoline (using $ZSM$-$5$) and in the polymerisation of ethylene. Therefore,both $(a)$ and $(c)$ involve shape-selective catalysis.

List-$I$ (Industrial process)	List-$II$ (Catalyst used)
$A$. Ostwald's process	$I$. $CuCl_2$
$B$. Haber's process	$II$. Zeolites
$C$. Deacon's process	$III$. $Pt$ gauge
$D$. Cracking of hydrocarbons	$IV$. $Fe$

Catalyst	Process
$A. TiCl_4$	$i. \text{Wacker process}$
$B. PdCl_2$	$ii. \text{Ziegler-Natta polymerization}$
$C. CuCl_2$	$iii. \text{Contact process}$
$D. V_2O_5$	$iv. \text{Deacon's process}$

In which of the following processes does shape-selective catalysis occur?

Similar Questions

In which one of the following processes do the reactants and catalyst exist in three different states?

Match the following industrial processes in List-$I$ with the catalysts used in List-$II$:
List-$I$ (Industrial process) List-$II$ (Catalyst used)
$A$. Ostwald's process $I$. $CuCl_2$
$B$. Haber's process $II$. Zeolites
$C$. Deacon's process $III$. $Pt$ gauge
$D$. Cracking of hydrocarbons $IV$. $Fe$

The catalyst and promoter respectively used in the Haber's process of industrial synthesis of ammonia are

$A$ catalyst increases the rate of reaction because it

Match the catalysts to the correct processes:

Catalyst Process

$A. TiCl_4$ $i. \text{Wacker process}$

$B. PdCl_2$ $ii. \text{Ziegler-Natta polymerization}$

$C. CuCl_2$ $iii. \text{Contact process}$

$D. V_2O_5$ $iv. \text{Deacon's process}$

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