i. $Zn _{( s )}+ NO _{3( aq )}^{-} \longrightarrow NH _{3( aq )}+ Zn ( OH )_{6( aq )}^{2-}$ Step 1: Write skeletal equation and balance the elements other than 0 and $H$. $ Zn _{( s )}+ NO _{3( aq )}^{-} \longrightarrow NH _{3( aq )}+ Zn ( OH )_{6( aq )}^{2-} $ Step 2: Assign oxidation number to $Zn$ and $N$. Calculate the increase and decrease in the oxidation number and make them equal. https://pg-data.sgp1.digitaloceanspaces.com/chapter_wise/15982/y26.png" alt="Image" width="330" height=""> To make the net increase and decrease equal, we must take 2 atoms of $Zn$. $ 2 Zn _{( s )}+ NO _{3( aq )}^{-} \longrightarrow NH _{3( aq )}+2 Zn ( OH )_{6( aq )}^{2-} $ Step 3: Balance 'O' atoms by adding $9 H _2 O$ to the left-hand side. $ 2 Zn _{( s )}+ NO _{3( aq )}^{-}+9 H _2 O _{(l)} \longrightarrow NH _{3( aq )}+2 Zn ( OH )_{6( aq )}^{2-} $ Step 4: The medium is basic. To make hydrogen atoms on the two sides equal, add $3 H$ on the right-hand side.https://pg-data.sgp1.digitaloceanspaces.com/chapter_wise/15982/s176.png" alt="Image" width="630" height=""> Step 5: Check two sides for balance of atoms and charges. Hence, balanced equation: $ 2 Zn _{( s )}+ NO _{3( aq )}^{-}+6 H _2 O _{( f )}+3 OH _{(a q)}^{-} \longrightarrow NH _{3( aq )}+2 Zn ( OH )_{6( aq )}^{2-} $ ii. $MnCl _{2( aq )}+ HO _{2( aq )}^{-} \longrightarrow Mn ( OH )_{3( s )}+ Cl _{( aq )}^{-}$ Step 1: Write skeletal equation and balance the elements other than $O$ and $H$. $ MnCl _{2( aq )}+ HO _{2( aq )}^{-} \longrightarrow Mn ( OH )_{3( s )}+ Cl _{( aq )}^{-} $ Step 2: Assign oxidation number to $Mn$ and $O$. Calculate the increase and decrease in the oxidation number and make them equal. https://pg-data.sgp1.digitaloceanspaces.com/chapter_wise/15982/y27.png" alt="Image" width="340" height=""> https://pg-data.sgp1.digitaloceanspaces.com/chapter_wise/15982/y28.png" alt="Image" width="530" height="">$ \text { iii. } Cu ( OH )_{2( s )}+ N _2 H _{4( aq )} \rightarrow Cu _{( s )}+ N _{2( g )} $ Step 1: Write skeletal equation and balance the elements other that $O$ and $H$. $ Cu ( OH )_{2( s )}+ N _2 H _{4( aq )} \rightarrow Cu _{( s )}+ N _{2( g )} $ Step 2: Assign oxidation number to $Cu$ and $N$. Calculate the increase and decrease in the oxidation number and make them equal. https://pg-data.sgp1.digitaloceanspaces.com/chapter_wise/15982/y29.png" alt="Image" width="340" height=""> To make the net increase and decrease equal, we must take 2 atoms of $Cu$. $ 2 Cu ( OH )_{2( s )}+ N _2 H _{4( aq )} \rightarrow 2 Cu _{( s )}+ N _{2( g )} $ Step 3: Balance ' $O$ ' atoms by adding $4 H 20$ to the right-hand side. $ 2 Cu ( OH )_{2( s )}+ N _2 H _{4( aq )} \rightarrow 2 Cu _{( s )}+ N _{2( g )}+4 H _2 O _{(l)} $ Step 4: The equation is balanced for both atoms as well as charges. Step 5: Check two sides for balance of atoms and charges. Hence, balanced equation: $2 Cu ( OH )_{2( s )}+ N _2 H _{4( aq )} \rightarrow 2 Cu _{( s )}+ N _{2( g )}+4 H _2 O _{( ) )}$
Need a full question paper?
Generate a complete, print-ready paper with questions like this in minutes — across 16+ boards, with answer keys.