The solution to the inequality 4y + 1 > 17 is y > 4. Use the set notation to express the values of y that make the inequality 4y + 1 > 17 true.

To express the values of \( y \) that make the inequality \( 4y + 1 > 17 \) true in set notation, we first determine the correct form. The solution to the inequality is \( y > 4 \).

In set notation, we can express this solution as:

\[
\{ y \in \mathbb{R} \,|\, y > 4 \}
\]

This means "the set of all \( y \) in the real numbers such that \( y \) is greater than 4."