is this the right truth table? When I filled out the table I tried my best to figure it out. But If I made any mistakes please help me correct them. Thanks!

sorry 5th one should be false

EDIT: UPDATE
Now your table is mostly correct. 


*

*Check your truth value assignment columns; we need to cover all possible $2^3$ truth-value assignments, and you've missed, for example, $P = F, Q = T, R = T$, but double counted another.)

*The only truth value combination that is false is when we have $P = F, Q = T, R = T$.  Then and only then is it the case that $P \lor \lnot Q \lnot R = F \lor F \lor F = F$.  For all other truth value combinations, the compound disjunction is true. 

*The truth values listed in your columns below $P$ and $Q$ are
slightly off. Compare the columns below with your columns.



