Test the conjecture with additional data. Look at the data and search for patterns or relationships. Other questions in quantity principle associated to varied perceived or theoretical patterns in numbers or quantity teams. Formulate a conjecture (typically within the type of an equation) to explain these patterns or relationships. Effectively, we really categorize integers into completely different quantity types based mostly on their relationships. There are square numbers, produced by multiplying one other quantity by itself. Horsepower was 175-180, then 200 for 1984. There was additionally a fancy 1982 restricted version called Grand National, after the Chevy-powered Buicks then beginning to scrub up in NASCAR. There are, after all, odd numbers (1,3, 5 … ), which can't be divided evenly, and even numbers (2, 4, 6 … ), which can. Numbers are as infinite as human understanding is finite, so number theory and its numerous subfields will continue to captivate the minds of math lovers for ages.

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