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Popular >

The sum of Julio's and Ramona's ages is 35. Twice Ramona's age is 7 more than Julio's age.

Solution

The sum of Julio's and Ramona's ages is 35. Twice Ramona's age is 7 more than Julio's age.

Solution

Julio^{'} s age is : 21

Ramona^{'} s age is : 14

Solution steps

Translate the problem into an equation:

2 (35 - x) = 7 + x

Solve for

x, 2 (35 - x) = 7 + x : x = 21

Find age

Julio^{'} s age is : 21

Ramona^{'} s age is : 14

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