Match Column I with Column II with reference to Haber's process:

$\begin{matrix} C o l u m n I & C o l u m n I I A . & M e d i c i n e & p . & A m m o n i u m N i t r a t e B . & L a b o r a t o r y R e a g e n t s & q . & A m m o n i u m S u l p h a t e C . & F e r t i l i z e r s & r . & A m m o n i u m S o l u t i o n D . & E x p l o s i v e & s . & A m m o n i u m C a r b o n a t e \end{matrix}$

A $⟶$ p; B $⟶$ s; C $⟶$ r; D $⟶$ q

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A $⟶$ s; B $⟶$ r; C $⟶$ q; D $⟶$ p

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A $⟶$ p; B $⟶$ s; C $⟶$ r; D $⟶$ q

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A $⟶$ s; B $⟶$ r; C $⟶$ p; D $⟶$ q

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Solution

The correct option is B
A $⟶$ s; B $⟶$ r; C $⟶$ q; D $⟶$ p

$\begin{matrix} C o l u m n I & C o l u m n I I M e d i c i n e & A m m o n i u m C a r b o n a t e L a b o r a t o r y R e a g e n t & A m m o n i a S o l u t i o n F e r t i l i z e r s & A m m o n i u m s u l p h a t e E x p l o s i v e & A m m o n i u m N i t r a t e \end{matrix}$

From the table, it is clear
A $⟶$ s; B $⟶$ r; C $⟶$ q; D $⟶$ p

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Similar questions

\begin{matrix} Column-I & Column-II (a) & I C l & (p) & Linear (b) & B r F_{2}^{+} & (q) & Angular (c) & C l F_{4}^{-} & (r) & Tetrahedral (d) & A l C l_{4}^{-} & (s) & Square planar \end{matrix}

Q. Choose the correct set of options matching appropriate properties of column-I with column-II

\begin{matrix} Column- I & Column- II (a) & 0.1 M A l_{2} (S O_{4})_{3} & (p) & Solution with highest boiling point (b) & 0.1 M A l P O_{4} & (q) & Van't Hoff factor is greater than 1 (c) & 0.1 M U r e a & (r) & Solution with lowest osmotic pressure (d) & 0.1 M M g C l_{2} & (s) & Solution with lowest freezing point (t) & Solution with lowest boiling point \end{matrix}

Q. Match the extraction processes listed in

C o l u m n I

with metals listed in

C o l u m n I I

\begin{matrix} C o l u m n I & C o l u m n I I A . & S e l f - r e d u c t i o n & p . & L e a d B . & C a r b o n r e d u c t i o n & q . & S i l v e r C . & C o m p l e x f o r m a t i o n a n d d i s p l a c e m e n t b y m e t a l & r . & C o p p e r D . & D e c o m p o s i t i o n o f i o d i d e & s . & B o r o n \end{matrix}

Q. Match the Column I and Column II (Based on the possible number of geometrical isomers).

Match Column I with Column II with reference to Haber's process:

$\begin{matrix} C o l u m n I & C o l u m n I I A . & C a t a l y s t & p . & B o s c h P r o c e s s B . & P r o m o t o r & q . & Q u i c k l i m e C . & D r y i n g o f A m m o n i a & r . & A l u m i n i u m O x i d e D . & U s e O f H y d r o g e n g a s & s . & F i n e l y d i v i d e d i r o n \end{matrix}$

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Match Column I with Column II with reference to Haber's process: Column IColumn IIA.Medicinep.AmmoniumNitrateB.LaboratoryReagentsq.AmmoniumSulphateC.Fertilizersr.AmmoniumSolutionD.Explosives.AmmoniumCarbonate

The correct option is B A ⟶ s; B ⟶ r; C ⟶ q; D ⟶ p ColumnIColumnIIMedicineAmmoniumCarbonateLaboratoryReagentAmmoniaSolutionFertilizersAmmoniumsulphateExplosiveAmmoniumNitrate From the table, it is clear A ⟶ s; B ⟶ r; C ⟶ q; D ⟶ p