Balance the chemical equation Li + HNO3 → LiNO3 + H2
The balanced equation is: $2Li + 2HNO_3 \rightarrow 2LiNO_3 + H_2$. This uses coefficients 2, 2, 2, 1 so lithium, nitrate ($NO_3^-$), and hydrogen atoms are equal on both sides.
What you are balancing in this reaction
Lithium metal reacts with nitric acid to form the salt lithium nitrate and hydrogen gas. Your job is to choose whole-number coefficients so each element has the same number of atoms on both sides.
Treating $NO_3$ as a unit makes it faster
Because $NO_3$ stays together in $HNO_3$ and $LiNO_3$, you can balance the nitrate group as a single unit:
- Left side has 1 nitrate group ($HNO_3$).
- Right side has 1 nitrate group ($LiNO_3$). So nitrate is already balanced.
Balance lithium and hydrogen
Start with lithium:
- Left has 1 $Li$.
- Right has 1 $Li$ in $LiNO_3$. So lithium is also balanced at first.
Now check hydrogen:
- Left has 1 H in $HNO_3$.
- Right has 2 H in $H_2$. To make hydrogen even, put 2 in front of $HNO_3$: $$Li + 2HNO_3 \rightarrow LiNO_3 + H_2$$ Now hydrogen balances (2 H on both sides), but nitrate and lithium no longer do.
Adjust coefficients to finish
With $2HNO_3$, you have 2 nitrate groups on the left, so put 2 in front of $LiNO_3$: $$Li + 2HNO_3 \rightarrow 2LiNO_3 + H_2$$ Now you have 2 lithium atoms on the right, so put 2 in front of $Li$: $$2Li + 2HNO_3 \rightarrow 2LiNO_3 + H_2$$
Quick check of atom counts
- $Li$: 2 left, 2 right
- $H$: 2 left, 2 right
- $N$: 2 left, 2 right
- $O$: 6 left, 6 right So the equation is balanced.
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