Answer
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Hint: Balancing of the reaction means that the number of moles of each of the atoms involved in that very chemical reaction should have the equal no of moles on both sides i.e. the reactants and the product sides. Now balance the equations.
Complete answer:
First, we should know what a chemical reaction is. The reaction in which the reactants react with each other to form two or more products is known as the chemical reaction. The reactants are written on the left hand side and the products are written on the right-hand side and there is an arrow from left to the right symbolizing a complete chemical reaction. Example: consider the general reaction as:
\[\text{A+B} \to \text{C+D}\]
Here, A and B are the reactants and C and D are the products and the arrow indicates the direction in which the chemical reaction occurs.
In this, the chemical equation is said to be balanced, when it has the equal no of atoms of each element on both the sides i.e. on the reactant and the products side.
Now, we will balance the given chemical reactions with the equal no of moles on both the reactant and the product side.
(a) $\text{HN}{{\text{O}}_{3}}\text{+ Ca(OH}{{\text{)}}_{2}}\to \text{ Ca(N}{{\text{O}}_{3}}{{\text{)}}_{2}}\text{+}{{\text{H}}_{2}}\text{O}$ ---------(1)
Since, there are 2 N on the product side, then we will add 2 in front of $\text {HN}{{\text{O}} _ {3}}$ in eq (1), we get;
$\text{2HN}{{\text{O}}_{3}}\text{+ Ca(OH}{{\text{)}}_{2}}\to \text{ Ca(N}{{\text{O}}_{3}}{{\text{)}}_{2}}\text{+}{{\text{H}}_{2}}\text{O}$------(1a)
Now, consider the reaction (1a)
Since, there are 4 hydrogen atoms and 8 oxygen atoms on the reactants side then, we will add 2 in front of the ${{\text{H}} _ {2}} \text{O}$ to balance the equation. Then the equation (1a) becomes:
$\text{2HN}{{\text{O}}_{3}}\text{+ Ca(OH}{{\text{)}}_{2}}\to \text{ Ca(N}{{\text{O}}_{3}}{{\text{)}}_{2}}\text{+2}{{\text{H}}_{2}}\text{O}$ ------(1b)
There is no need to balance the Ca as it is the same on both the sides.
Hence, the equation (1b) is the fully balanced equation.
Similarly, we can balance the rest of the reactions too.
(b) $\text{NaOH + }{{\text{H}}_{2}}\text{S}{{\text{O}}_{4}}\to \text{ N}{{\text{a}}_{2}}\text{S}{{\text{O}}_{4}}\text{+}{{\text{H}}_{2}}\text{O}$
Balanced reaction: $\text{2NaOH + }{{\text{H}}_{2}}\text{S}{{\text{O}}_{4}}\to \text{ N}{{\text{a}}_{2}}\text{S}{{\text{O}}_{4}}\text{+2}{{\text{H}}_{2}}\text{O}$
(c) $\text {NaCl+AgN} {{\text{O}} _ {3}} \to \text {AgCl+NaN} {{\text{O}} _ {3}}$
Balanced reaction: $\text {NaCl+AgN} {{\text{O}} _ {3}} \to \text {AgCl+NaN} {{\text{O}} _ {3}}$ .
The balanced equation is the same as the original reaction as it requires no balancing as the no of moles are equal on both the sides.
(d) $\text {BaC}{{\text{l}} _ {2}} \text {+} {{\text{H}} _ {2}} \text{S}{{\text{O}} _ {4}} \to \text {BaS}{{\text{O}} _ {4}} \text{+HCl}$
Balanced reaction: $\text {BaC}{{\text{l}} _ {2}} \text {+} {{\text{H}} _ {2}} \text{S}{{\text{O}} _ {4}} \to \text {BaS}{{\text{O}} _ {4}} \text{+2HCl}$
Note:
After balancing check whether the no of moles of each atom are same on both the sides or not and balancing the chemical reaction is very important because it helps to conserve the mass of that very atom/substance or the compound.
Complete answer:
First, we should know what a chemical reaction is. The reaction in which the reactants react with each other to form two or more products is known as the chemical reaction. The reactants are written on the left hand side and the products are written on the right-hand side and there is an arrow from left to the right symbolizing a complete chemical reaction. Example: consider the general reaction as:
\[\text{A+B} \to \text{C+D}\]
Here, A and B are the reactants and C and D are the products and the arrow indicates the direction in which the chemical reaction occurs.
In this, the chemical equation is said to be balanced, when it has the equal no of atoms of each element on both the sides i.e. on the reactant and the products side.
Now, we will balance the given chemical reactions with the equal no of moles on both the reactant and the product side.
(a) $\text{HN}{{\text{O}}_{3}}\text{+ Ca(OH}{{\text{)}}_{2}}\to \text{ Ca(N}{{\text{O}}_{3}}{{\text{)}}_{2}}\text{+}{{\text{H}}_{2}}\text{O}$ ---------(1)
The no of moles of each atom on the reactant side | The no of moles of each atom on the product side |
H= 1+2=3N=1O=3+2=5Ca=1 | H=2N=2O=6+1=7Ca=1 |
Since, there are 2 N on the product side, then we will add 2 in front of $\text {HN}{{\text{O}} _ {3}}$ in eq (1), we get;
$\text{2HN}{{\text{O}}_{3}}\text{+ Ca(OH}{{\text{)}}_{2}}\to \text{ Ca(N}{{\text{O}}_{3}}{{\text{)}}_{2}}\text{+}{{\text{H}}_{2}}\text{O}$------(1a)
Now, consider the reaction (1a)
The no of moles of each atom on the reactant side | The no of moles of each atom on the product side |
H= 2+2=4N=2O=6+2=8Ca=1 | H=2N=2O=6+1=7Ca=1 |
Since, there are 4 hydrogen atoms and 8 oxygen atoms on the reactants side then, we will add 2 in front of the ${{\text{H}} _ {2}} \text{O}$ to balance the equation. Then the equation (1a) becomes:
$\text{2HN}{{\text{O}}_{3}}\text{+ Ca(OH}{{\text{)}}_{2}}\to \text{ Ca(N}{{\text{O}}_{3}}{{\text{)}}_{2}}\text{+2}{{\text{H}}_{2}}\text{O}$ ------(1b)
There is no need to balance the Ca as it is the same on both the sides.
Hence, the equation (1b) is the fully balanced equation.
Similarly, we can balance the rest of the reactions too.
(b) $\text{NaOH + }{{\text{H}}_{2}}\text{S}{{\text{O}}_{4}}\to \text{ N}{{\text{a}}_{2}}\text{S}{{\text{O}}_{4}}\text{+}{{\text{H}}_{2}}\text{O}$
Balanced reaction: $\text{2NaOH + }{{\text{H}}_{2}}\text{S}{{\text{O}}_{4}}\to \text{ N}{{\text{a}}_{2}}\text{S}{{\text{O}}_{4}}\text{+2}{{\text{H}}_{2}}\text{O}$
(c) $\text {NaCl+AgN} {{\text{O}} _ {3}} \to \text {AgCl+NaN} {{\text{O}} _ {3}}$
Balanced reaction: $\text {NaCl+AgN} {{\text{O}} _ {3}} \to \text {AgCl+NaN} {{\text{O}} _ {3}}$ .
The balanced equation is the same as the original reaction as it requires no balancing as the no of moles are equal on both the sides.
(d) $\text {BaC}{{\text{l}} _ {2}} \text {+} {{\text{H}} _ {2}} \text{S}{{\text{O}} _ {4}} \to \text {BaS}{{\text{O}} _ {4}} \text{+HCl}$
Balanced reaction: $\text {BaC}{{\text{l}} _ {2}} \text {+} {{\text{H}} _ {2}} \text{S}{{\text{O}} _ {4}} \to \text {BaS}{{\text{O}} _ {4}} \text{+2HCl}$
Note:
After balancing check whether the no of moles of each atom are same on both the sides or not and balancing the chemical reaction is very important because it helps to conserve the mass of that very atom/substance or the compound.
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