Final answer:
The problem is a basic algebra problem that involves solving for an unknown variable. The equation formed from the problem statement is solved step-by-step, and the result is that the student’s age is 65.
Step-by-step explanation:
The subject of this problem is algebra as it requires solving for an unknown variable. This type of problem involves the application of basic algebraic principles. The question can be rewritten into an algebraic equation, where 'my age' is the unknown variable we are trying to find (let's call it 'x').
The problem, '500 reduced by 4 times my age is 240', can be translated into the following equation: 500 - 4x = 240. To solve for 'x', we can follow these steps:
- Add '4x' to both sides of the equation to get: '500 = 240 + 4x.'
- Subtract '240' from both sides of the equation to get: '260 = 4x.'
- Finally, divide both sides by '4' to solve for 'x': 'x = 65.'
Therefore, the student's age is 65.
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