In this guide
Here is a pattern many SSC CHSL aspirants fall into. Take a mock on Sunday, feel disappointed by the score, glance at a few solutions, and take another mock the next Sunday. After two months the scores have barely moved. The missing piece is not effort. It is analysis, the hour after the mock that turns a score into a plan.
A mock is a diagnostic test. The score is the least useful thing it gives you. What matters is why you lost marks, and whether the reasons are the same as last week's.
The post-mock routine (about 60 minutes)
Do this on the same day, while you still remember what you were thinking during each question.
- Record the numbers (5 minutes).
- Review wrong answers and classify each one (20 minutes).
- Review skipped questions (15 minutes).
- Review slow correct answers (10 minutes).
- Update your error log and plan the next three days (10 minutes).
Step 1: record the numbers
| Section | Attempted | Correct | Wrong | Net score | Accuracy | Time used |
|---|---|---|---|---|---|---|
| English | ||||||
| Reasoning | ||||||
| Maths | ||||||
| GA |
Accuracy is correct ÷ attempted. It tells you more than the score, because it shows whether your attempts are disciplined. In Tier 1 (+2, −0.50) the net score is 2 × correct − 0.5 × wrong. In Tier 2 (+3, −1) it is 3 × correct − wrong.
Step 2: classify every wrong answer
| Type | What it means | Fix |
|---|---|---|
| Concept | You didn't know the method | Relearn the topic; solve 20–30 questions on it |
| Careless | Misread, wrong sign, calculation slip | Underline what is asked; recheck the last step |
| Time | Rushed because the clock was running out | Practise the two-pass method |
| Guess | Guessed without eliminating any option | Stricter guessing rule |
| Memory | Forgot a fact, word or formula | Add it to revision cards |
Be honest here. Most aspirants label everything "careless" because it feels less serious. If you made the same "careless" error three mocks running, it is a habit, and habits need a drill.
Step 3: review skipped questions
For each skipped question, ask: could I have solved it in under a minute? If yes, it is a missed opportunity, and often the most valuable finding in the whole analysis. It means you are losing marks not to difficulty but to how you move through the section.
Step 4: find time traps
Which questions took more than two minutes? Were they worth it?
An example. Suppose an aspirant spent 4 minutes on a three-question DI set in a Tier 1 maths section and got two right. That is 4 marks in 240 seconds. In the same time, at 36 seconds a question, they could have attempted six or seven direct arithmetic questions. The DI set was a trap. The lesson isn't "never do DI". It is "do DI in the second pass, after the quick questions are banked".
Common traps in CHSL: long DI sets, seating puzzles with many conditions, unfamiliar geometry, and reading comprehension passages read twice.
Step 5: the error log and the next three days
Keep an error log in a notebook or spreadsheet. One row per important mistake:
| Date | Section and topic | What went wrong | Correct method (one line) | Revisit on |
|---|---|---|---|---|
| 12 Oct | Maths: successive percentage | Added 20% and 10% to get 30% | Use a + b + ab/100 = 20 + 10 + 2 = 32% | 15 Oct |
| 12 Oct | English: subject–verb agreement | "Each of them have" | "Each" is singular, so "has" | 15 Oct |
Revise the log every Sunday. Then plan the next three days from the analysis:
- two topics to relearn, from concept errors;
- one habit to fix, from careless or time errors;
- a list of facts or words to revise, from memory errors.
A worked Tier 1 example
Suppose a Tier 1 mock gives:
| Section | Attempted | Correct | Wrong | Net | Accuracy |
|---|---|---|---|---|---|
| English | 22 | 18 | 4 | 36 − 2 = 34 | 82% |
| Reasoning | 24 | 22 | 2 | 44 − 1 = 43 | 92% |
| Maths | 18 | 14 | 4 | 28 − 2 = 26 | 78% |
| GA | 15 | 11 | 4 | 22 − 2 = 20 | 73% |
| Total | 79 | 65 | 14 | 123 | 82% |
The analysis:
- Maths is the weakest. Of the 4 wrong, 2 are concept errors in triangle properties and 2 are calculation slips. Of the 7 skipped, 3 were easy percentage questions the aspirant never reached. That is a timing problem as much as a knowledge problem.
- GA has 4 wrong answers, all guesses without elimination. That cost 2 marks directly and gained nothing.
- English at 82% accuracy is fine but not strong. Two of the four errors were idioms, a memory issue.
The plan: revise triangle properties and solve 25 questions on them; do a daily 15-minute percentage sectional to speed up; stop blind guessing in GA; add the two idioms to revision cards.
A worked Tier 2 example
In Tier 2 the arithmetic of errors is harsher. Suppose an aspirant's maths module shows 25 attempted, 21 correct and 4 wrong: 63 − 4 = 59 out of 90.
- If those 4 wrong answers had been skipped, the score would be 63, a gain of 4.
- If they had been solved correctly, it would be 75, a gain of 16.
So each wrong answer here is really a swing of 4 marks against a correct one. That is why careless errors deserve more attention in Tier 2 than new topics. Our Tier 2 strategy guide covers when to attempt and when to skip.
Reading trends across mocks
One mock is noise. Five or six mocks together show the real picture.
| Mock | Score | Accuracy | Careless errors | Solvable skips |
|---|---|---|---|---|
| 1 | 118 | 80% | 6 | 5 |
| 2 | 124 | 82% | 5 | 4 |
| 3 | 121 | 84% | 4 | 4 |
| 4 | 130 | 86% | 3 | 2 |
| 5 | 134 | 88% | 2 | 2 |
Look past the score in mock 3, which dipped. Accuracy rose every time, and careless errors and solvable skips fell steadily. That aspirant is improving, and the dip was probably a harder paper. If accuracy is flat while scores jump around, the analysis isn't changing anything yet, and the error log needs more attention.
Practice
- In a Tier 1 section, an aspirant gets 17 correct and 5 wrong. What is the net score and accuracy?
- In Tier 2 English, 34 attempted with 30 correct. What is the net score?
- An aspirant keeps adding successive discounts of 10% and 10% to get 20%. What type of error is this, and what is the correct net discount?
- Why is a solvable skip often more important than a wrong answer?
Answers:
- 17 × 2 − 5 × 0.5 = 34 − 2.5 = 31.5. Accuracy = 17 ÷ 22 ≈ 77%.
- 4 wrong: 30 × 3 − 4 = 90 − 4 = 86.
- A concept error. Successive discounts of a% and b% give a + b − ab/100 = 10 + 10 − 1 = 19%.
- It shows marks lost to how you move through the section, not to difficulty, and that is usually quicker to fix than a concept gap.
What to do next
- Take your most recent mock and fill in the Step 1 table.
- Classify every wrong answer and every skipped question.
- Start an error log with at least five entries.
- Write down three things to fix before the next mock.
- After five mocks, build the trend table and check whether accuracy is rising.
A note on dates and numbers. Exam patterns, vacancies and schedules change from year to year. Always confirm the current details in the latest notification on the Staff Selection Commission website .
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