Use the truth table to verify whether the following connotations are true: $Q$notP,$((PvvnotQ{)}^{{?}^{?}}$notP$)|==(PvvnotnotQ)$

To complete the truth table, enter T and F appropriately for each cell, and for the columns below the $$ symbol, enter the $$ or $$ in the following manner: Enter the $$ if the connotation cannot be established because of the row in which the cell lies, or the $$ if the row in which it lies does not cause problems for the connotation to be established.

If the implication holds, complete the truth table correctly and then press Submit to submit the complete truth table.

If the connotation does not work, press the Invalid button, and then enter the truth value of the input sentences in the row that prevent the connotation from working $($e$.$g$.,$ type $\text{'}$TF$\text{'}$ if you think the truth value of the input sentence is T and F$,$ respectively, from the left.$)$