Use a graph or table to solve the following inequality: 182(0.45)^x ≥ 40.

1. x > 1.8974
   Incorrect. Notice that the inequality you are solving is greater than or equal to.
2. x < 1.8974
   Incorrect. Notice that the inequality you are solving is greater than or equal to.
3. x ≥ 1.8974
   Incorrect. When x is greater than 1.8974, the left side of the inequality is less than 40.
4. x ≤ 1.8974
   Correct! Any value of x less than or equal to 1.8974 makes the left side of the inequality greater than or equal to 40.

Use a graph or table to solve the following inequality:

1. x > -4.5876
   Correct! Any value of x greater than -4.5876 makes the left side of the inequality less than -6.
2. x < -4.5876
   Incorrect. When x is less than -4.5876, the left side of the inequality is greater than -6.
3. x ≥ -4.5876
   Incorrect. Notice that the inequality you are solving is strictly less than.
4. x ≤ -4.5876
   Incorrect. Notice that the inequality you are solving is strictly less than.

Use a graph or table to solve the following inequality:

1. x > -2.5
   Incorrect. When x is greater than -2.5, the left side of the inequality is less than the right side.
2. x < -2.5
   Correct! Any value of x less than -2.5 makes the left side of the inequality greater than the right side.
3. all real numbers
   Incorrect. There is a specific domain that satisfies this inequality.
4. No solution
   Incorrect. There is a specific domain that satisfies this inequality.

Use a graph or table to solve the following inequality:

1. x < 0
   Correct! Any value of x less than 0 makes the left side of the inequality less than or equal to the right side.
2. x > 0
   Incorrect. When x = 0, both sides of the inequality equal 1, but x > 1 is not the solution.
3. all real numbers
   Incorrect. There is a specific domain that satisfies this inequality.
4. No solution
   Incorrect. There is a specific domain that satisfies this inequality.