Let p and q represent the following simple statements:

Question

P: The chair is broken.

Q: The table is fixed.

R: the table is set.

Write the following compound statement in its symbolic form.

If the chair is broken, then the table is fixed or the table is not set.

Answer 1

P: Chair is broken

Q: Table is fixed

R: Table is set

If the Chair is broken, the Table is fixed or the Table is Not set

P (need a rightward pointing arrow here, none on my keyboard) (Qv~R)

but here's close: P-> (Qv~R)

if P then (Q or ~R)

add another comma after fixed, and it could have been

(if P then Q) or ~R

(P->Q) v ~R