- Популярные видео
- Авто
- Видео-блоги
- ДТП, аварии
- Для маленьких
- Еда, напитки
- Животные
- Закон и право
- Знаменитости
- Игры
- Искусство
- Комедии
- Красота, мода
- Кулинария, рецепты
- Люди
- Мото
- Музыка
- Мультфильмы
- Наука, технологии
- Новости
- Образование
- Политика
- Праздники
- Приколы
- Природа
- Происшествия
- Путешествия
- Развлечения
- Ржач
- Семья
- Сериалы
- Спорт
- Стиль жизни
- ТВ передачи
- Танцы
- Технологии
- Товары
- Ужасы
- Фильмы
- Шоу-бизнес
- Юмор
Master Clock Angle Questions | Shortcut Tricks for CSAT, SSC CGL and CHSL Exams I Preadda l
Welcome to our Clock Reasoning – Angle and Time class!
In this session, we’ll break down one of the most conceptual and scoring reasoning topics for SSC (CGL, CHSL, CPO, MTS) and CSAT (UPSC Prelims Paper II).
Clock-based reasoning questions test how well you understand the relationship between the hour and minute hands, and how to find angles, coincidences, and positions at different times.
---
🕰️ Concept Overview
A clock is a perfect circle of 360°, divided into 12 hours, each hour marking a 30° separation (360 ÷ 12).
Every hour → 30°
Every minute → 6°
The minute hand moves 6° per minute, and the hour hand moves 0.5° per minute.
The difference between their movements gives rise to angle-based reasoning problems.
---
📗 Main Formula for Angle Between Hands
\text{Angle} = \frac{1}{2} |60H - 11M|
Where,
H = Hour hand position
M = Minute hand position
This formula is the core of all clock reasoning problems — simple, direct, and 100% exam-tested.
---
🧩 Types of Questions Covered
1️⃣ Find the angle between hands at a given time
Example: Find the angle at 4:20
Solution → ½ |60×4 – 11×20| = ½ |240 – 220| = 10°
2️⃣ Find the time when hands are at a right angle (90°)
½ |60H – 11M| = 90
3️⃣ Find the time when hands are in a straight line (180°)
½ |60H – 11M| = 180
4️⃣ Find the time when hands coincide (0°)
½ |60H – 11M| = 0
5️⃣ When hands are opposite each other
½ |60H – 11M| = 180
---
⚡ Shortcuts & Tricks
⭐ The hands coincide every 65 5/11 minutes.
⭐ The hands form a right angle twice every hour (except between 2–4 and 8–10).
⭐ To find the smaller angle, always take 360° – calculated angle, if needed.
⭐ Practice converting time to minutes before applying formulas.
---
🏆 Why This Topic Matters for SSC & CSAT
✅ Frequently asked in SSC Tier 1, CSAT Paper II, and State PCS exams.
✅ Conceptual + calculation-based → Perfect for high accuracy.
✅ Great for improving logical reasoning and visualization.
✅ Builds confidence for other reasoning chapters like calendars and directions.
---
💡 Pro Tips
Revise the formula daily until it becomes automatic.
Always draw a mini clock for visualization.
Focus on time conversion and hand movement per minute.
Solve at least 15–20 practice questions before the exam.
---
If you find this session helpful, don’t forget to LIKE 👍, COMMENT 💬, and SUBSCRIBE 🔔 for more reasoning tricks, short quizzes, and one-shot sessions for CSAT & SSC preparation.
Let’s make reasoning easy, logical, and exam-focused!
#ClockReasoning
#TimeAndAngle
#CSATReasoning
#SSCReasoning
#ReasoningTricks
#LogicalReasoning
#AptitudePreparation
#CompetitiveExams
#UPSC2025
#SSC2025
#ReasoningShortcuts
#ExamPrep2025
#ClockAngleQuestions
#CSATPractice
#ReasoningMadeEasy
Видео Master Clock Angle Questions | Shortcut Tricks for CSAT, SSC CGL and CHSL Exams I Preadda l канала PreAdda Reasoning | Banking Exams
In this session, we’ll break down one of the most conceptual and scoring reasoning topics for SSC (CGL, CHSL, CPO, MTS) and CSAT (UPSC Prelims Paper II).
Clock-based reasoning questions test how well you understand the relationship between the hour and minute hands, and how to find angles, coincidences, and positions at different times.
---
🕰️ Concept Overview
A clock is a perfect circle of 360°, divided into 12 hours, each hour marking a 30° separation (360 ÷ 12).
Every hour → 30°
Every minute → 6°
The minute hand moves 6° per minute, and the hour hand moves 0.5° per minute.
The difference between their movements gives rise to angle-based reasoning problems.
---
📗 Main Formula for Angle Between Hands
\text{Angle} = \frac{1}{2} |60H - 11M|
Where,
H = Hour hand position
M = Minute hand position
This formula is the core of all clock reasoning problems — simple, direct, and 100% exam-tested.
---
🧩 Types of Questions Covered
1️⃣ Find the angle between hands at a given time
Example: Find the angle at 4:20
Solution → ½ |60×4 – 11×20| = ½ |240 – 220| = 10°
2️⃣ Find the time when hands are at a right angle (90°)
½ |60H – 11M| = 90
3️⃣ Find the time when hands are in a straight line (180°)
½ |60H – 11M| = 180
4️⃣ Find the time when hands coincide (0°)
½ |60H – 11M| = 0
5️⃣ When hands are opposite each other
½ |60H – 11M| = 180
---
⚡ Shortcuts & Tricks
⭐ The hands coincide every 65 5/11 minutes.
⭐ The hands form a right angle twice every hour (except between 2–4 and 8–10).
⭐ To find the smaller angle, always take 360° – calculated angle, if needed.
⭐ Practice converting time to minutes before applying formulas.
---
🏆 Why This Topic Matters for SSC & CSAT
✅ Frequently asked in SSC Tier 1, CSAT Paper II, and State PCS exams.
✅ Conceptual + calculation-based → Perfect for high accuracy.
✅ Great for improving logical reasoning and visualization.
✅ Builds confidence for other reasoning chapters like calendars and directions.
---
💡 Pro Tips
Revise the formula daily until it becomes automatic.
Always draw a mini clock for visualization.
Focus on time conversion and hand movement per minute.
Solve at least 15–20 practice questions before the exam.
---
If you find this session helpful, don’t forget to LIKE 👍, COMMENT 💬, and SUBSCRIBE 🔔 for more reasoning tricks, short quizzes, and one-shot sessions for CSAT & SSC preparation.
Let’s make reasoning easy, logical, and exam-focused!
#ClockReasoning
#TimeAndAngle
#CSATReasoning
#SSCReasoning
#ReasoningTricks
#LogicalReasoning
#AptitudePreparation
#CompetitiveExams
#UPSC2025
#SSC2025
#ReasoningShortcuts
#ExamPrep2025
#ClockAngleQuestions
#CSATPractice
#ReasoningMadeEasy
Видео Master Clock Angle Questions | Shortcut Tricks for CSAT, SSC CGL and CHSL Exams I Preadda l канала PreAdda Reasoning | Banking Exams
Комментарии отсутствуют
Информация о видео
24 октября 2025 г. 13:46:27
00:29:14
Другие видео канала




















