Homework $2($over $6\mathrm{.}4)$: Regular Truth Tables for Arguments $($Required$)$

Construct a regular truth table for the following argument.

Box$/$highlight the one Main Operator COLUMN per statement $($one for each of the premises and the conclusion$).$

State whether the arg. is VALID or INVALID.

If INVALID, show why $($by making the line BOLD, or if printing out and taking a picture, you may circle the values in that line$).$

Dot is shown as $+$

Horseshoe sup is shown as $>$

Triple$-$bar $-=$ is shown as $=$

You can either fill in the boxes in Word and upload the doc$/$docx to the HW$2$ Dropbox, or print$/$write this document out and write in your answers then upload a high$-$quality, easy$-$to$-$read jpg picture to the HW$2$ Dropbox. NOTE: If I cannot open your file, or read your picture easily, I will not accept the homework. Late HW is not accepted. There is NO make$-$up HW$.$ The Answer Key will be posted in the Homework folder shortly after the due date$/$time$.$

Part $1$: Look at the following applications of the rules. Choose which ones

are incorrect and explain why it is incorrect.

A$.$