Questions: For each value of x, determine whether it is a solution to 36 > 25 + x. x Is it a solution? Yes No --------- 9 6 14 11

Solution Steps

To determine whether each value of $x$ is a solution to the inequality $36 > 25 + x$, we need to check if substituting each value of $x$ into the inequality results in a true statement. If the inequality holds true, then the value is a solution; otherwise, it is not.

We are given the inequality $36 > 25 + x$. We need to determine if each value of $x$ satisfies this inequality.

Substitute each given value of $x$ into the inequality and check if the inequality holds true.

1. For $x = 9$: $$36 > 25 + 9 \implies 36 > 34$$ This is true.

2. For $x = 6$: $$36 > 25 + 6 \implies 36 > 31$$ This is true.

3. For $x = 14$: $$36 > 25 + 14 \implies 36 > 39$$ This is false.

4. For $x = 11$: $$36 > 25 + 11 \implies 36 > 36$$ This is false.

Final Answer