1002 (one thousand [and] two) is the natural number following 1001 and preceding 1003.
In mathematics The prime factorization of 1002 is 2 * 3 * 167, meaning that 1002 is a composite number with 7 divisors. It is also the number of partitions of the number 22, a generalized pentadecagonal number, a generalized heptadecagonal number, and the smallest number (not including 1) such that its binary representation ends with its ternary representation.
1002 is a number written in base of triangular numbers
It is the ternary numeral system representation of the number 29.
In November 2005, J. K. Andersen discovered a sexy quadruplet that has 1002 digits in total.
In reading and writing The number 1002 is used primarily as an example to analyze how young children read and write 4-digit numbers containing embedded zeros. In reading, children commonly mistook 1002 as 102. And in writing, first grade children frequently wrote the 3-digit number "one hundred two" as 1002. They treat the phrase as two separate entities rather than grasping the overall place value rules of the written numeration system.
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