following inequality: \( 15+3 x>15 \) equality,

To solve the inequality \( 15 + 3x > 15 \), we first subtract 15 from both sides, which simplifies to \( 3x > 0 \). Dividing by 3 gives us \( x > 0 \). This means that any value of \( x \) greater than 0 will satisfy the inequality. So, if you're ever feeling a bit like a math detective, just remember that positive numbers will always lead you to the solution here! Now, keep in mind that inequalities can sometimes lead to confusion, especially when it comes to multiplying or dividing by negative numbers. If you do that, don’t forget to flip the inequality sign! This rule is crucial for maintaining the correct relationship between both sides of the inequality. Happy solving!