Answer
The given compound statement can be written in simple statements as \[p,\text{ }q,\text{ and }r\]. Here, \[p,\text{ }q,\text{ and }r\] represents three simple statements.
p: You do like what you are doing.
q: You can always pick up your needle.
\[r\]: You can move to another groove.
Use the representation to re-write the statement as:
If not p, q and r.
‘If-then’ is represented by the symbol ‘\[\to \]’, ‘And’ is represented by the symbol ‘\[\wedge \]’, and ‘Not’ is represented by the symbol ‘\[\tilde{\ }\]’.
Use the symbols to write the compound statement in symbolic form as:
\[\tilde{\ }p\to \left( q\wedge r \right)\]
