Convert statement from English to logic: "to pass philosophy it is not necessary to make notes every week" I saw this on a previous thread,

To pass philosophy it is not necessary to make notes every week.

Let $p = \text{Pass phil}$ and $m = \text{make notes}$,
Then basically what the sentence is is,
if you take notes or you don't take notes, then you will pass philosophy. 
So is it

$m \lor \neg m \implies p$

?

You might use:  $(m\land p) \lor  (\neg m \land p)$ which is equivalent to $p$.
See truth table at: http://www.wolframalpha.com/input/?i=truth+table+((m%26p)or(~m%26p))
