At 3.20 , the minute hand is at number 4 and the hour hand is at 3 (near 3 as it needs to moves every minute too to reach next hour) so we need to find how much degree hour hand moves from number 3. In other words, how much hour hand moves by the time minute hand covers 20 mins. So we divide clock by 20 mins interval each,i.e 3 divisions. Note : Angle between every 2 numbers in clock is 30 deg. (360/12 = 30 degrees). so, 1/3*30 = 10 degrees. so hour hand moves by 10 degrees every 20 mins. so angle between hour and min hand at 3.20 is 30 - 10 = 20 degrees.

The answer is 10 degrees. The question asks for the angle between the two hands at exactly 3:20. In order for it to be 3:20, the minute hand must be directly aligned on the 4. The hour hand moves 30 degrees every 60 minutes. So from 3:00 to 3:20, the hour hand has moved 10 degrees and is located 1/3 of the way between the 3 and 4 while the minute hand is still set pointing directly at the 3. (60 minutes/ 20 = 3.) (3/30=10).

The answer is actually 30 degrees. Think about the position of the hands, they are only 5 minutes apart. Either way, divide the clock 360 degrees by 12, then the answer is 1/12. It may be 29 degrees if they want you to consider the amount of movement for the hour hand. This is relatively simple!

120 degrees