There are formulas to calculate month length, but the easiest is to set up a table, zero relative of the month length. Thirty days as November, April, June, and September, the others, save February, have thirty-one. February....

In February a little math is necessary.

Yeah, that was my first impression as well. But then, given the year, it's also known what day Jan 1 is. But this homework problem allows users to actually set the day of the week of Jan 1. So, the exercise is about imaginary calenders and years. I mean, if Jan 1, 2011 is to be a Wednesday, such a 2011 might as well have a Feb 29.

In reply to Re^2: Simple calendar by JavaFan
in thread Simple calendar by perl_fool

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