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When approaching the problem of finding the least number to add to 7083 to get a perfect square, I found it useful to first identify the perfect square numbers closest to 7083. Perfect squares are numbers like 81 (9²), 100 (10²), 121 (11²), and so on, which are squares of integers. To solve this, check the square root of 7083: it is approximately 84.17. The next perfect square after 7083 would be 85², which is 7225. Then, subtract 7083 from 7225 to find the least number to add. 7225 - 7083 = 142. Therefore, adding 142 to 7083 results in 7225, a perfect square (85²). This step-by-step method ensures accuracy and can be applied to similar problems involving perfect squares. In my experience, visualizing the numbers on a number line or using a calculator to verify helps confirm the result and builds confidence in tackling these types of math challenges.