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How do you solve a math problem about infinitely many solutions? - Answers

Even though there may be infinitely many solutions, there may be a simple way to summarise the set that they form. For example, solve x is evenly divisible by 2. The solution is the set of all even numbers. Or solve |x - 3| < 1. This is the set of all numbers that are less than 1 unit away from the number 3. Although there are infinitely many of them, the set is described by 2 < X< 4.



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How do you solve a math problem about infinitely many solutions? - Answers

https://math.answers.com/math-and-arithmetic/How_do_you_solve_a_math_problem_about_infinitely_many_solutions

Even though there may be infinitely many solutions, there may be a simple way to summarise the set that they form. For example, solve x is evenly divisible by 2. The solution is the set of all even numbers. Or solve |x - 3| < 1. This is the set of all numbers that are less than 1 unit away from the number 3. Although there are infinitely many of them, the set is described by 2 < X< 4.



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https://math.answers.com/math-and-arithmetic/How_do_you_solve_a_math_problem_about_infinitely_many_solutions

How do you solve a math problem about infinitely many solutions? - Answers

Even though there may be infinitely many solutions, there may be a simple way to summarise the set that they form. For example, solve x is evenly divisible by 2. The solution is the set of all even numbers. Or solve |x - 3| < 1. This is the set of all numbers that are less than 1 unit away from the number 3. Although there are infinitely many of them, the set is described by 2 < X< 4.

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      Even though there may be infinitely many solutions, there may be a simple way to summarise the set that they form. For example, solve x is evenly divisible by 2. The solution is the set of all even numbers. Or solve |x - 3| < 1. This is the set of all numbers that are less than 1 unit away from the number 3. Although there are infinitely many of them, the set is described by 2 < X< 4.

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