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Ramon and manuel's age is 49 in four years ramon's age will be 2 times as manuel find their present ages?
The problem statement is somewhat ambiguous, but if the sum of the ages is now 49 and after four years Ramon's age will be twice as much as Manuel's, the answer can be found as follows: Designate the current ages as R and M. Then, from the problem statement R + M = 49 and R + 4 = 2(M + 4). The second of these can be rearranged to yield R = 2M + 4. Substituting this function into the first yields 2M + M + 4 = 49 or 3M = 45 or M = 15. R then is 49 - 15 = 34.
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