QUESTION IMAGE
Question
practice problems!
now you try balancing some chemical equations for yourself!
- __ k + h₂o → koh + __ h₂
- __ al + hcl → alcl₃ + __ h
- __ agno₃ + ni → ni(no₃)₂ + __ ag
- __ h₃po₄ + koh → k₃po₄ + __ h₂o
Step1: Balance hydrogen and oxygen in the first equation
For the equation \(K + H_{2}O
ightarrow KOH + H_{2}\), we first look at the hydrogen atoms. There are 2 hydrogen atoms in \(H_{2}O\) and 3 hydrogen atoms on the right - hand side (\(1\) in \(KOH\) and \(2\) in \(H_{2}\)). If we put a coefficient of \(2\) in front of \(H_{2}O\), we have \(2H_{2}O\) (4 hydrogen atoms). Then, if we put a coefficient of \(2\) in front of \(KOH\) (2 hydrogen atoms from \(KOH\)) and a coefficient of \(1\) in front of \(H_{2}\), the hydrogen atoms are balanced. Now for potassium atoms, if we put a coefficient of \(2\) in front of \(K\), the equation \(2K + 2H_{2}O=2KOH + H_{2}\) is balanced.
Step2: Balance chlorine and hydrogen in the second equation
For the equation \(Al+HCl
ightarrow AlCl_{3}+H_{2}\), we first balance the chlorine atoms. Since there are 3 chlorine atoms in \(AlCl_{3}\), we put a coefficient of \(3\) in front of \(HCl\). Now for hydrogen atoms, we have 3 hydrogen atoms from \(HCl\). To balance the hydrogen atoms (since we want \(H_{2}\)), we multiply \(HCl\) by \(6\) (so we have 6 hydrogen atoms). Then, to balance aluminium, we put a coefficient of \(2\) in front of \(Al\). The balanced equation is \(2Al + 6HCl=2AlCl_{3}+3H_{2}\)
Step3: Balance nitrate and metal atoms in the third equation
For the equation \(AgNO_{3}+Ni
ightarrow Ni(NO_{3})_{2}+Ag\), we first balance the nitrate ions. Since there are 2 nitrate ions in \(Ni(NO_{3})_{2}\), we put a coefficient of \(2\) in front of \(AgNO_{3}\). Then, to balance the silver atoms, we put a coefficient of \(2\) in front of \(Ag\). The balanced equation is \(2AgNO_{3}+Ni = Ni(NO_{3})_{2}+2Ag\)
Step4: Balance potassium and hydrogen in the fourth equation
For the equation \(H_{3}PO_{4}+KOH
ightarrow K_{3}PO_{4}+H_{2}O\), we first balance the potassium atoms. Since there are 3 potassium atoms in \(K_{3}PO_{4}\), we put a coefficient of \(3\) in front of \(KOH\). Now for hydrogen atoms, we have \(3\) hydrogen atoms from \(H_{3}PO_{4}\) and \(3\) hydrogen atoms from \(KOH\) (total \(6\) hydrogen atoms on the left). On the right - hand side, in \(H_{2}O\), if we put a coefficient of \(3\) in front of \(H_{2}O\) (6 hydrogen atoms), the equation \(H_{3}PO_{4}+3KOH = K_{3}PO_{4}+3H_{2}O\) is balanced
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- \(2K + 2H_{2}O=2KOH + H_{2}\)
- \(2Al + 6HCl=2AlCl_{3}+3H_{2}\)
- \(2AgNO_{3}+Ni = Ni(NO_{3})_{2}+2Ag\)
- \(H_{3}PO_{4}+3KOH = K_{3}PO_{4}+3H_{2}O\)