Two consecutive positive odd integers whose product is 575

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asked Aug 5, 2018 2.3k views

2 Answers

Gooberwonder · Answer 1 · 2018-08-08T20:01:27+0000

you would do n+n+1= 575 and then you add all the n's and that's 2n + 1 = 575 them subtract 1 from 575 and then the problem would be 2n = 574 then

$\sqrt[2]{574}$
then you'd get 287. Get it?

Two consecutive positive odd integers whose product is 575

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