ACT Math › How to find a solution set
Given the follow inequality, which of the following presents a range of possible answers for the inequality: –3 < 3x + 2 ≤ 3.5
When you multiply a number by 5 and then subtract 23, the result is the same as when you multiplied the same number by 3 then added 3. What is the number?
What is the product of the two values of that satisfy the following equation?
When you divide a number by 3 and then add 2, the result is the same as when you multiply the same number by 2 then subtract 23. What is the number?
|2x – 25| – 3 = 7. There are two solutions to this problem. What is the sum of those solutions?
Solve for y:
If , what is the product of the largest and smallest integers that satisfy the inequality?
|10 – 2| – |1 – 9| = ?
Find the sum of the solutions to the equation:
2x2 – 2x – 2 = 1 – x
If 3y = 2x – 7, then which of the following statements is correct?