How Old is My Age? Solving an Introductory Question with Variables

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The discussion revolves around solving a problem involving the ages of two siblings using algebraic equations. The user attempted to set up two equations based on age relationships but encountered a fraction when solving for their age. Another participant pointed out an error in the user's first equation, noting that the variables for the ages were reversed. The correct approach involves ensuring the equations accurately reflect the relationships described in the problem. Clarifying the variables and equations is essential for finding the correct solution.
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5 years ago, I was one-sixth age of my brother. In three years my age doubled will match my brother's age. How old is my age.

I tried setting up with 2 variables

1/6(I-5) = B-5

2(I+3) = B+3

and solved for I then i get a fraction.

is there any better approach to this?
 
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pikapika1 said:
5 years ago, I was one-sixth age of my brother. In three years my age doubled will match my brother's age. How old is my age.

I tried setting up with 2 variables

1/6(I-5) = B-5

2(I+3) = B+3

and solved for I then i get a fraction.

is there any better approach to this?
You posted this in the wrong forum. Regardless, while your second equation is correct, you reversed your B and I in the first.
 
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