Question

find the Radian measures of the angle between hour hand and minute hand of a clock 5 minutes past 1​

Answer 1

Step-by-step explanation:

The hour hand moves 360 degrees every 12 hours. at 5:15,

its angle is (5 + 15/60) * 360/12 = 157.5 degrees.

The minute hand moves 360 degrees each 60 minutes, so at 15 minutes past the hour it has moved 15/60 * 360 = 90 degrees.

Thus, the difference between the two hands is 157.5 - 90 = 67.5 degrees.