The solution set of the inequality 3(b−4)+2b>3 is the set of values of b greater than three. Which set notation correctly expresses the solutions?(1 point)

Question

Responses

{b:b>15}
left brace b colon b greater than 15 right brace

{b:b<3}
left brace b colon b less than 3 right brace

{b:b<15}
left brace b colon b less than 15 right brace

{b:b>3}

Answer 1

The correct set notation that expresses the solutions to the inequality \(3(b−4)+2b>3\), which indicates that \(b\) is greater than 3, is:

\({b : b > 3}\)

So the final answer is:

\({b : b > 3}\)