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A algebraic equation useful for determining the youngest age-cutoff a female may be before the guy dates her. Let X equal the male's age ( Or female, if she's older.), while Y will represent the youngest age of a female a guy may date. Next, identify the male's age and replace "X" with it. Suppose Jim was 15. We write it [like this]: 1/2(15)+7 Now, the Order of [Operations] principal applies here! Divide one by the two to get one half, and then find half of fifteen. Don't forget to keep the seven; It would be [disgusting] if Jim dated a 7.5 year old! 7.7+7 Add the number, matching up the place value carefully, and there you have it; Jim may date a 14.5 year old girl if he went for younger women.
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