The mirror image of a clock shows a time of 9:25hrs.

Solution

The logic followed here is as follows, 1) If the time is between 1 and 11 then to find the actual time, the given time is subtracted by 11:60. 2) If the time is between 11 and 1 then to find the actual time, the given time is subtracted by 23:60. As, the time is between 1 and 11, so, the given time is subtracted by 11:60. 11:60 - 9:25 = 2:35 So, the time shown in the clock is 2:35hrs. For angle between hour hand and minute hand at 2:35hrs, The logic followed here is as follows, Hour hand makes an angle of 30⁰ in one hour and an angle of 0.5⁰ in one minute. Similarly, minute hand makes an angle of 6⁰ in one minute. So, angle made by hour hand at 2:35hrs = (2 X 30 + 0.5 X 35) = 60 + 17.5 = 77.5⁰ Similarly, the angle made by minute hand at 2:35hrs = 35 X 6 = 210⁰. So, the angle between the hour and minute hand at 2:35hrs = 210⁰ - 77.5⁰ = 132.5⁰ Thus the time shown n the clock is 2:35hrs and the angle between the minute and the hour hand is 132.5⁰.