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What is Adding Consecutive Square Numbers about?
Adding two consecutive square numbers can be simplified if one of the squares is a multiple of 5. The sum will always end in 1, and the first part of the answer can be found by dividing one addend by 5 and multiplying it by the other addend. Two examples are provided where 352 + 362 = 2521 and 552 + 542 = 5941, following the described method.
- Author
- karthik211191
- Language
- EN