Let me have another go. Let's assume there are:
'd' days in a year,
'h' hours in a day,
'm' minutes in an hour and
's' seconds in a minute.
Out of those only 'd' is a number dictated by the globe earth, it's the number of days it takes the planet to orbit its star. And let's pretend it's a whole number.
h, m and s are all arbitrary.
You can divide a day how you like
You can divide an hour how you like
You can divide a minute how you like.
We as humans have agreed on 24, 60 and 60 but we could have equally chosen other numbers and it would make no difference.
Hours in a year = d x h
Minutes in a year = d x h x m
Seconds in a year = d x h x m x s
It's not particularly useful to know the number of seconds in a year but it does at least mean something.
And you can divide that by d, h, m or s and get a whole number, because it is the product of the 4 numbers.
Divide by s and you get back to minutes in a year.
But if you divide by h, what do you get? It would be an integer but is it a meaningful one?
I'm not sure it would be, it doesn't represent anything. It would be a 24th of a year, in seconds.
I guess it's the number of seconds between, say, midnight and 1am each day in a year.
So what? It doesn't mean anything.
The point is there is a hierarchy in time, year, day, hour, minute, second.
You can't just arbitrarily divide one of these by another and expect to get a result which means anything.