PSAT Math Multiple-Choice Question 89: Answer and Explanation
Question: 89
Which of the following are the solutions to the equation 3x2 - 48 = 0?
- A. -
and
- B. -4 and 4
- C. -
and
- D. -16 and 16
Correct Answer: B
Explanation:
B
The question asks for the solutions to an equation. Although the question asks for a specific value and there are numbers in the answer choices, plugging in the answers could be difficult given the lack of calculator use and the square roots. Instead, solve the equation for x. Start by adding 48 to both sides of the equation to get 3x2 = 48. Next, divide both sides by 3 to get x2 = 16. Then, take the square root of both sides to get x = ± 4. The correct answer is (B).
Test Information
- Use your browser's back button to return to your test results.
- Do more Math Multiple-Choice Tests tests.
More Tests
- PSAT Math Multiple-Choice Test 1
- PSAT Math Multiple-Choice Test 2
- PSAT Math Multiple-Choice Test 3
- PSAT Math Multiple-Choice Test 4
- PSAT Math Multiple-Choice Test 5
- PSAT Math Multiple-Choice Test 6
- PSAT Math Multiple-Choice Test 7
- PSAT Math Multiple-Choice Test 8
- PSAT Math Multiple-Choice Test 9
- PSAT Math Multiple-Choice Test 10
- PSAT Math Multiple-Choice Test 11
- PSAT Math Multiple-Choice Test 12
- PSAT Math Multiple-Choice Test 13
- PSAT Math Multiple-Choice Test 14
- PSAT Math Multiple-Choice Test 15
- PSAT Math Multiple-Choice Test 16
- PSAT Math Multiple-Choice Test 17
- PSAT Math Multiple-Choice Test 18
- PSAT Math Multiple-Choice Test 19
- PSAT Math Multiple-Choice Test 20
- PSAT Math Multiple-Choice Test 21
- PSAT Math Multiple-Choice Test 22
- PSAT Math Multiple-Choice Test 23
- PSAT Math Multiple-Choice Test 24
- PSAT Math Multiple-Choice Test 25