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RatesOfChange.tex
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RatesOfChange.tex
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\documentclass{leadsheet}
\usepackage{leadsheets}
\input{LeadsheetsTemplates.tex}
\usepackage[margin=0.75in]{geometry}
%To use chords with capo, use template mathsjamjamCapo_individual and set transpose-capo = true
%To use actual chords, use template mathsjamjam_individual and set transpose-capo = false
%To print lyrics without chords, set print-chords = false
\setleadsheets{
title-template = mathsjamjam_individual,
after-song = \newpage,
chords/sharp = \sharp ,
chords/flat = \flat,
chords/format = \bfseries,
align-chords = {l},
verse/name=Verse,
verse/named=true,
verse/numbered=false,
verse/after-label=:,
remember-chords=true,
print-chords=true,
capo-nr-format = arabic,
transpose-capo=false,
chorus/format =
}
\begin{document}
\begin{song}{title=Rates of Change,key=A,lyrics=Martin Harris, subtitle={Ace of Spades by Motörhead}}
\begin{intro}
_{E} _{B} _{Bb} _{A} ($\times 4$)\\
\end{intro}
\begin{verse}
^{G5}If you got a function, displacement versus time \\
^{G5}You change $t$ slightly, see the change in $x$ \\
Riff: _{E} _{B} _{Bb} _{A}\\
^{D5}$dx$ on $dt$, find the ^{C5}ratio, call it $v$ \\
Riff: _{E} _{B} _{Bb} _{A}\\
^{D5}That's Velocity, the ^{C5}only thing you need is \\
The ^{E}rates ^{B}of ^{Bb}change ^{A} \\
The ^{E}rates ^{B}of ^{Bb}change ^{A} \\
Riff: _{E} _{B} _{Bb} _{A} ($\times 2$)\\
\end{verse}
\begin{verse}
^{}Working out the gradient, $f$ of ($t$ plus $dt$) \\
^{}Minus $f$ of $t$, divide it by $dt$ \\
Riff: _{E} _{B} _{Bb} _{A}\\
^{}As $dt$ goes to zero, ^{}some terms disappear \\
^{}Take this little bit, ^{}down to the limit, \\
Riff: _{E} _{B} _{Bb} _{A}\\
The ^{}rates ^{}of ^{}change ^{} \\
The ^{}rates ^{}of ^{}change ^{} \\
Riff: _{E} _{B} _{Bb} _{A} ($\times 2$)\\
\end{verse}
\begin{bridge}
You ^{E5}know you're going to use, ^{D5} this ^{E5}mathematics tool \\
And that's the way I like it, baby \\
Just ^{E5}divide one by the other \\
_{D5} _{E5} _{D5} _{C5} _{B5}\\
^{B5}Then minimise the delta! \\
\end{bridge}
\begin{verse}
^{}Find Acceleration, reapply the method \\
^{}Make a change to $t$, to see the change in $v$ \\
Riff: _{E} _{B} _{Bb} _{A}\\
^{}Do it two more times, ^{}find the Jerk and Snap \\
^{}Crackle and then Pop, ^{}next are Lock and Drop, \\
Riff: _{E} _{B} _{Bb} _{A}\\
The ^{}rates ^{}of ^{}change ^{} \\
The ^{}rates ^{}of ^{}change ^{} \\
Riff: _{E} _{B} _{Bb} _{A} ($\times 2$)\\
\end{verse}
%\begin{outro}
%\end{outro}
\end{song}
\end{document}