The minute hand of a clock moves at a speed of ___ degrees per minute.

6 degrees per minute

At what time between 4 and 5 will the hands of a clock coincide?

Approximately at 4:21.

When the hands of a clock are at right angles, they are ___ minute spaces apart.

15 minute spaces apart

True or False: The minute and hour hands coincide 12 times in a 12-hour period.

False - They coincide 11 times in a 12-hour period.

If both hands of a clock are moving normally, they will meet after ___ minutes.

65.45 minutes

The angle between the minute hand and the hour hand at 3:30 is ___ degrees.

105°

Fill in the blank: The relative speed of the minute hand with respect to the hour hand is ___ degrees per minute.

5.5 degrees per minute

At 10 o'clock, the hour hand of a clock is at ___ degrees.

300 degrees

In one hour, both hands of a clock are in the same straight line ___ times.

Twice: once overlapping, once opposite.

The angle covered by the hour hand in one hour is ___ degrees.

30 degrees

Fill in the blank: The minute hand and hour hand form an angle of ___ degrees when they are opposite to each other.

180 degrees

What is the relative distance the minute hand must cover to create a right angle with the hour hand at 10 o'clock?

65.5° for the first right angle and 229° for the second

True or False: The minute hand moves faster than the hour hand by 5.5 degrees per minute.

True