Question

The Value of Y is less than or equal to 25 units more than twice the value of X which inequality represents the condition?

Answer 1

The inequality representing the condition that Y is less than or equal to 25 units more than twice X is Y ≤ 2X + 25.

Step-by-step explanation:

The inequality that represents the condition where the value of Y is less than or equal to 25 units more than twice the value of X is Y ≤ 2X + 25. When solving inequality problems, it's important to correctly translate the verbal statement into a mathematical expression. Here, 'less than or equal to' corresponds to the ≤ symbol, 'twice the value of X' translates to '2X', and '25 units more' corresponds to adding 25 to the product of 2 and X.

Answer 2

The inequality that represents the condition is Y <= 2X + 25.

Step-by-step explanation:

The inequality that represents the condition is Y <= 2X + 25. Let's break it down step-by-step:

1. Start with the equation: Y is less than or equal to 25 units more than twice the value of X
2. Twice the value of X is represented by 2X
3. Add 25 units to twice the value of X, which gives us 2X + 25
4. Finally, Y is less than or equal to 25 units more than twice the value of X, so the inequality is Y <= 2X + 25