Find the degree measure of the angle between the watch hands if it does not show 3 o’clock 6 o’clock

Find the degree measure of the angle between the watch hands if it does not show 3 o’clock 6 o’clock 4 o’clock at 11 o’clock 7 o’clock.

The dial of the watch is round, so its measure is 360 degrees.

Let’s determine what angle the hour hand of the watch describes in one hour (we know that there are 12 marks on the dial):

360: 12 = 30 (degrees) – in 1 hour.

1) Find the corner at 3 o’clock:

30 ° * 3 = 90 ° (at 3 o’clock).

2) Determine the angle at 6 o’clock:

30 ° * 6 = 180 ° (at 6 o’clock).

3) Determine the angle at 4 o’clock:

30 ° * 4 = 120 ° (at 4 o’clock).

4) Determine the angle at 11 o’clock:

30 ° * 11 = 330 ° (at 11 o’clock).

5) Determine the angle at 7 o’clock:

30 ° * 7 = 210 ° (in hours).