Answer:
The answer is [tex]4:35(5/11)PM[/tex]
Step-by-step explanation:
Although it is not possible for the hands of a clock to coincide with each other at [tex]3:30PM,[/tex] this question only deals with the concept of time between two coincidences.
We know, the time between two coincidences is [tex]65(5/11)[/tex] minutes.
[tex]60+5+(5/11)min=1hr+5min+(5/11)min[/tex]
[tex]3:30+1hr+5min+(5/11)min=4:35(5/11)min[/tex]