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Printjmc
prealgebra senior
Problem
How many of the numbers from the set have a perfect square factor other than one?
Solution
The potential square factors are , , , , , and . divides of the numbers. divides of the numbers, but we've counted twice, so we subtract . divides of the numbers, but each of those is also divisible by , so we don't count them. divides . divides , itself, but it's already been counted. Finally, divides . Thus, our final answer is .
Final answer
19