Clock Aptitude Reasoning Tricks & Problems - Finding Angle Between The Hands of a Clock Given Time

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This geometry & Trigonometry video tutorial explains how to solve clock aptitude problems with shortcuts and tricks provided. It explains how to find the angle between the hands of a clock given time. It's important to understand that 12 hours represent 360 degrees and 1 hour represents 30 degrees. If the minute hand is at 12, the hour hand will be directly on the number it's pointing at. If the minute hand is on the 6, the hour hand will be in between two numbers. This video contains plenty of examples and practice problems.

Trigonometry - Basic Introduction:

Introduction to Angles:

Radians and Degrees:

What Exactly Is a Radian?

Coterminal Angles:

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Decimal Degrees to DMS:

Arc Length of a Circle and Sector Area:

Linear Speed and Angular Velocity:

Clock to Angle Problems:

The Unit Circle:

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Final Exams and Video Playlists:

Full-Length Videos and Worksheets:
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AD-wgik
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anjeillayzadelacruz
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thanusharajeswaran
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He is the best solver of Clock problems...he simplifies them till you see them as simple as water

sulaitbabigumira
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georgesadler
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iikpsyt
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tech_info
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ryanjohn
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naotomori
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Thank you for this video! I recently took a practice high school entrance exam, and on the maths paper there was a question that involved this; and I got stuck on it so I guessed, but thanks to your video I now understand it.Keep up the good work!😄

umarraja
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azizalshammri
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Thank you for such a quick and nice video

saritatiwari
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Great video, very interesting and well done.

ericlawrence
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In the last sol. It must be taken as 6 hrs as 12 to 5 = 5hrs & 11 to 12 is 1 hr more. So (5+1) hr + ( 25mins)
= 6hrs 25mins
= 30°×6 + 12.5°
=180°+12.5°
=192.5° [ solution ]
Anyways nice explanation! Keep trying!

swatisharma
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Nice explanation bro now I'm able to understand

harshgupta