Which set expresses the solution to the compound inequality (1 point)
Responses
{x : −32≤x<1}
{x : −32≤x<1}
{x : 52≤x<7}
{x : 52≤x<7}
{x:52≤x<1}
{x:52≤x<1}
{x : 3≤x<7}
Unfortunately, you have not provided any compound inequality to be solved. The sets you've listed are just representations of different ranges of values for the variable x. Without the original compound inequality, I cannot tell you which set expresses its solution.
However, I can still explain what each set notation means:
1. {x : −32 ≤ x < 1} means the set of all x such that x is greater than or equal to -32 and less than 1.
2. {x : 52 ≤ x < 7} does not make sense because it's stating x is greater than or equal to 52 and also less than 7, which is contradictory.
3. {x : 52 ≤ x < 1} is again contradictory for the same reason as the second set.
4. {x : 3 ≤ x < 7} means the set of all x such that x is greater than or equal to 3 and less than 7.
Sets 2 and 3 are clearly incorrect because of the contradictory statements they include. If you provide the compound inequality, I'll be able to help determine whether set 1 or set 4 is the correct solution. Otherwise, there isn't enough information to provide you a correct answer.