Study strategies
How to learn from a practice test
Turn missed questions into a short, useful plan for your next study session.
Start with the questions you missed
Set aside time to review after you finish. Before looking at the explanation, try each missed question again without a timer. Write down what you thought the question was asking and where you got stuck.
Name the reason, not just the topic
A math question might involve fractions, but the useful detail could be that you changed the sign while simplifying. Separate a missing skill from a reading mistake, a calculation mistake, and a timing problem. A question can have more than one cause.
Make a small mistake log
Use four columns: question or topic, what happened, the correction, and a similar problem to try. For example: “Linear equations | divided only one side | divide both sides | solve a new equation tomorrow.” Keep the log short enough that you will use it.
Try another question
After reviewing an explanation, close it and solve a similar problem on your own. If you get stuck again, return to the underlying skill. If you can explain why your answer works, schedule a quick check later in the week.
Use the pattern to choose your next step
If several misses share a content gap, study that skill first. If you understood the material but rushed, practice a small set with a deliberate check. If you ran out of time, record where you slowed down before changing your pacing plan.
A mistake log you can use
Copy this table into a notebook. Fill one row for each question you want to revisit. Use your own wording, not just the answer key.
| Question or skill | What happened? | Correction | Next question |
|---|---|---|---|
| Example: solving an equation | I divided only one side. | Apply each operation to both sides; check by substitution. | Solve a similar equation tomorrow. |
| ________________ | ________________ | ________________ | ________________ |
| ________________ | ________________ | ________________ | ________________ |
Worked example
Suppose you solve 3x + 4 = 19 as x = 5, but cannot explain how you got there. Subtract 4 from both sides: 3x = 15. Divide both sides by 3: x = 5. Check: 3(5) + 4 = 19. If you missed the same step before, write that step in your log and try a different equation without looking.
When the answer was right
Review a correct guess too. If you cannot explain why the other choices were wrong, the skill may need another look. Mark the question for a later check instead of counting it as mastered.