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\NC v \NC = u + at \NR[eq:v]
\NC h \NC = ut + \frac12 gt^2 \NR[eq:h]
\stopalign \stopformula
\stopplaceformula
\NC v \NC = u + at \NR[eq:v]
\NC h \NC = ut + \frac12 gt^2 \NR[eq:h]
\stopalign \stopformula
\stopplaceformula
\stopsubformulas
Equation~(\in[eq:v]) tells the final velocity after time~$t$ and equation (\in[eq:h]) tells the distance travelled in time~$t$.
</context></cd:example><cd:example title="Difference between {{cmd|startformulas}} {{cmd|startsubformulas}}"><context source="yes">
\startplaceformula
\startformulas
\startformula \startalign
\NC v \NC = u + at \NR[eq:v]
\NC h \NC = ut + \frac12 gt^2 \NR[eq:h]
\stopalign \stopformula
\startformula \startalign
\NC v \NC = u + at \NR[eq:v2]
\NC h \NC = ut + \frac12 gt^2 \NR[eq:h2]
\stopalign \stopformula
\stopformulas
\stopplaceformula
\startplaceformula
\startsubformulas
\startformula \startalign
\NC v \NC = u + at \NR[eq:v3]
\NC h \NC = ut + \frac12 gt^2 \NR[eq:h3]
\NC v \NC = u + at \NR[eq:v4]
\NC h \NC = ut + \frac12 gt^2 \NR[eq:h4]
\stopalign \stopformula
\stopsubformulas
\stopplaceformula
</context></cd:example></cd:examples>
<cd:notes></cd:notes>