The solution to the inequality 4y+1>17 is y>4. Use set notation to express the values of y that make the inequality 4y+1>17 true
The set notation to express the values of y that make the inequality 4y+1>17 true is {y | y > 4}.
To express the values of y that satisfy the inequality 4y+1>17 using set notation, we can write it as follows:
{y | y > 4}
In set notation, the expression "{y | y > 4}" can be read as "the set of all values of y such that y is greater than 4." This notation represents the range of values that make the inequality 4y+1>17 true, which in this case is any y value greater than 4.
To express the values of y that make the inequality 4y + 1 > 17 true using set notation, we can write:
{ y | y > 4 }
This notation represents the set of numbers y where y is greater than 4.