What is the angle of the hands of the clock at 5 o’clock at 8 o’clock at 11 o’clock at 9 o’clock at 12 o’clock?

The dial of the watch is a circle, on which 12 numbers are indicated, each representing its own hour. The numbers are located at the same distance from each other. The full circle is 360º. Find the angle between adjacent numbers:

360/12 = 30º.

At 5 o’clock, the big hand, as always when the time is equal to a whole hour, is at 12, and the small hand at 5. Find the angle between them:

30 * 5 = 150º.

Find the corner at 8 o’clock:

30 * 4 = 120º.

Find the corner at 11 o’clock:

30 * 1 = 30º.

Find the corner at 9 o’clock:

30 * 3 = 90º.

Find the corner at 12 o’clock:

30 * 0 = 0º.

Answer: the angle between the clock hands: at 5 o’clock – 120 °, at 8 o’clock – 120 °, at 11 o’clock – 30 °, at 9 o’clock – 90 °, at 12 o’clock – 0 °.