SOLUTION: What are two consecutive #'s that equal 812?
Algebra.Com
Question 559196: What are two consecutive #'s that equal 812?
Answer by richard1234(7193) (Show Source): You can put this solution on YOUR website!
Two consecutive #'s (use "integers" not "#s") can't equal 812. However their sum can equal 812. Besides, there aren't any, because if we let x and x+1 be the numbers, their sum is 2x+1 which is odd, so it can't equal 812.
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