# Chapter to checked quizzes and flashcards — practice pack

UseCase Picks · 4 November 2026

Free original study material. You may copy and adapt this pack for your own study. This permission covers our original sample and templates, not third-party course materials. The sample is a small part of average speed, not a complete syllabus chapter or official exam paper. Questions and answers are editorial examples, not reported output from testing an AI product.

Copy sections into your preferred notes or document app. This is a manual Markdown/text file, not an automated quiz or spreadsheet. Product instructions and account limits are in the companion guide; this pack works as a paper exercise too.

## 1. Source block — copy only this block into a new source

Keep the questions and checked answer key below out of your initial source upload. Use them separately to review the practice set you generate.

```text
Average speed — practice note, version 1

S1. Average speed = total distance travelled / total elapsed time.
S2. Use compatible units. Metres divided by seconds gives m/s;
    kilometres divided by hours gives km/h.
S3. One hour contains 60 minutes. One minute contains 60 seconds.
    Divide minutes by 60 to express that time in hours.
S4. For a whole-journey average, elapsed time includes stops
    during the journey.
S5. A journey's average speed does not mean the speed stayed
    the same throughout.
S6. A cyclist covers 6 km in 20 minutes, including stops.
    Time = 20/60 hour = 1/3 hour.
    Average speed = 6 / (1/3) = 18 km/h.
```

S1–S6 are our own labels to help locate support, not automatic tool citations. The standard distance/time relationship can be checked in OpenStax, College Physics 2e, section 2.3: https://openstax.org/books/college-physics-2e/pages/2-3-time-velocity-and-speed . The note and numerical example above are original; this pack does not reproduce or authorise uploading that textbook.

## 2. Reusable prompts

### Scope and coverage

Use [source title], sections [range], for [course level]. List the topics it covers and match them to these syllabus headings: [headings]. Mark missing material rather than filling it from outside knowledge. Keep page or section references real; say when no page number is available. I will verify the list.

### Quiz

Create a short practice quiz from [source title], sections [range], for [course level]. Use only this material. Include recall, explanation and one application question where supported. Avoid ambiguous wording and multiple correct options in a single-answer question. Do not invent facts to fill a gap. Keep the key separate where the format allows it. I will count and check the result.

### Flashcards

Make a small flashcard set from [source title], sections [range]. Use one clear question and one short answer per card. Keep definitions, symbols and units consistent with the source. Avoid duplicates. Leave unsupported topics out and identify the missing requested topics separately.

### Answer review

Review these proposed answers against [source title]. Give a supporting section or passage for each, explain calculations and mark unsupported statements. Distinguish a derived answer from a fact stated directly. Do not invent page numbers. I will check the source and calculation myself.

### Missed concept

I missed [question] because [my explanation]. Use [source title] to help me identify the issue. Give a hint, then a different practice question and wait for my attempt. Do not treat an unclear or incorrect question as a mistake in my understanding.

## 3. Practice quiz — attempt before reading section 4

Q1. What two totals do you need to calculate average speed?

Q2. The cyclist in S6 has an average speed of which ONE option?
- A. 0.3 km/h
- B. 18 km/h
- C. 120 km/h
- D. 30 km/h

Q3. A journey has 10 minutes of moving time and a 5-minute stop. What time belongs in the whole-journey calculation?

Q4. True or false: an average speed of 18 km/h proves the cyclist travelled at 18 km/h for the entire journey. Explain.

Q5. Does this note provide a formula for acceleration?

Q6. A runner covers 300 m in 60 seconds. What is the average speed in m/s?

## 4. Checked key — keep separate while practising

| Item | Answer | Support / reasoning |
| --- | --- | --- |
| Q1 | Total distance and total elapsed time | S1. |
| Q2 | B: 18 km/h | S3 and S6: 20/60 = 1/3 hour; 6 / (1/3) = 18. |
| Q3 | 15 minutes | S4: 10 + 5 includes the stop. Convert if another unit is needed. |
| Q4 | False | S5: the average does not prove constant speed. |
| Q5 | No; not covered | No statement S1–S6 supplies the formula. |
| Q6 | 5 m/s | S1 and S2: 300 / 60 = 5. A derived application, not a quotation. |

Question 5 checks whether you can recognise what the source does not contain. Add an approved source separately if acceleration belongs in your syllabus.

## 5. Four checked flashcards

| Front | Back | Source |
| --- | --- | --- |
| What is the formula for average speed? | Total distance / total elapsed time. | S1 |
| How do you convert minutes to hours? | Divide the number of minutes by 60. | S3 |
| Does whole-journey elapsed time include stops? | Yes, stops during that journey are included. | S4 |
| Does average speed prove constant speed? | No. Speed may change during the journey. | S5 |

## 6. Spot three deliberate errors

| Proposed material | What to catch | Decision |
| --- | --- | --- |
| 6 / 20 = 0.3, therefore 0.3 km/h. | Division used minutes. 0.3 is km/min; converting time gives 18 km/h. | Fix unit and calculation explanation. |
| A single-answer Q6 has options 5 m/s and 300 m/min. | Both are correct: 5 metres each second is 300 metres in 60 seconds. | Replace an option or allow multiple answers. |
| A source-only card adds an acceleration formula. | It is outside the supplied note. | Remove from this set; find an approved source if needed. |

## 7. Your chapter setup

- Subject, course and level:
- Chapter title and edition / note date:
- Material upload permitted? By whom / under what terms:
- Sections selected:
- Source filename / title / version:
- Imported text, diagrams, symbols and page order checked:
- Assignment or school AI rules checked:
- Important terms to preserve in the course language:

## 8. Blank question-review table

Use Keep / Fix / Remove. Leave unresolved items out of the final study set.

| Item | Proposed answer | Source section / passage | Calculation or meaning check | Decision | Corrected answer |
| --- | --- | --- | --- | --- | --- |
| | | | | | |
| | | | | | |
| | | | | | |

## 9. Blank syllabus-coverage checklist

| Required topic / heading | Source location | Checked question or card | Type of practice | Missing material / next action |
| --- | --- | --- | --- | --- |
| | | | | |
| | | | | |
| | | | | |

Before calling a topic covered, check that the item asks what your course requires. A short definition card does not replace a diagram, proof or extended answer.

## 10. Practice and later review

- Attempt date:
- Question / card:
- My answer and reasoning:
- Checked answer:
- What went wrong: recall / understanding / arithmetic / unit / unclear question:
- Correction and source:
- New practice question to try without hints:
- Next review date (record in your own planner):

Changing a source does not automatically correct an old generated set. Check the source version, regenerate or correct saved material as needed, and review again. Keep original notes accessible. This routine and its timings are up to you; no score or grade improvement is promised.