A clock with only dots marking 3, 6, 9 and 12 positions has been kept upside down in front of a mirror . A person reads the time in the reflection as 9 .50. What is the actual time ?

If some year (which is not a leap year) first day is Sunday, then what will be the last day be of that year?

An old couple with memory issues had forgotten their anniversary and were trying to recollect the date. The lady clearly remembers that they got married in the month of February of the year $1955$. The man clearly remembers that he celebrated his $21\mathrm{st}$ birthday with same year, and it was Thursday, the $3\mathrm{rd}$ of February, as a bachelor. The lady then remembers that they definitely got married before the $13\mathrm{th}$ of February. The man knows it had to be a weekend, since he was working on other days from Monday to Friday. The lady and the man then agree that it was a Sunday. Help them find the date of their wedding which was in the year $1955$?

At what time between 4 and 5 will the hands of a clock are mutually in opposite directions?

At what time${70}^o$ angle form in between $2$ and $3$?

What will be the angle between minute and second hands at 2:12 pm.