Answer:
All the p's
Explanation:
<u>P</u>eter <u>P</u>iper <u>p</u>icked a <u>p</u>eck of <u>p</u>ickled <u>p</u>eppers. A <u>p</u>eck of <u>p</u>ickled <u>p</u>eppers <u>P</u>eter <u>P</u>iper <u>p</u>icked. If <u>P</u>eter <u>P</u>iper <u>p</u>icked a <u>p</u>eck of <u>p</u>ickled <u>p</u>eppers, how many <u>p</u>ickled <u>p</u>eppers did <u>P</u>eter <u>P</u>iper <u>p</u>ick?
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That is true, when occasion demanded
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It is TRUE that for every problem-solving activity it's crucial that no less than five alternatives be considered.