Select the correct set builder notation for the phrase: "The set of all y-values such that y is greater than or equal to -3."(1 point) Responses {y| y≥−3} {y| y≥−3} {y| y∈R} {y| y∈R} {y| y=−3 ,−2, −1, 0, ...} {y| y=−3 ,−2, −1, 0, ...} {y| y≤−3}
The correct set builder notation for the phrase "The set of all y-values such that y is greater than or equal to -3" is {y | y ≥ -3}.
The correct set builder notation for the given phrase is {y| y ≥ -3}
The correct set builder notation for the phrase "The set of all y-values such that y is greater than or equal to -3" is:
{y | y ≥ -3}
To understand how to come up with this set builder notation, let's break down the given phrase:
"The set of all y-values" indicates that we are looking for a collection of y-values.
"such that y is greater than or equal to -3" indicates that we want to include all y-values that are equal to or greater than -3.
In set builder notation, we use a vertical bar "|" to specify the condition or property that the elements of the set must satisfy. In this case, the condition is y ≥ -3.
Therefore, the correct set builder notation is {y | y ≥ -3}.