What is the angle of the clock hands at 14 hours and 20 minutes?

The hour dial is a circle. There are 360 degrees in a circle. Let’s find one part of the circle – this is the distance from one digit to another. There are only 12 divisions on the dial.

1) 360: 12 = 30 (gr.) – 1 part of the circle.

By condition, the arrows stand at a distance equal to 2 such angles.

2) 30×2 = 60 (gr.)

Answer: the hands of the clock form an angle equal to 60 degrees.



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