Please help me with these 2 questions based on Propositional Logic

Instructions Please enter a truth table for the expression g v (p A (@ v p)). Filling the table Inthe top row, enter boolean expressions. You can copy/paste from the following expression: q v (p ~ (g v p)) or from the table below. Inthe remaining rows, enter boolean values (true or false). Please enter them as 1 (for true) and 0 (for false), for the system to check it. Enter allintermediate expressions (ie, columns) in the table, not just the final column. Make sure that the columns are entered in the order the table is constructed: the input for each column should be found on the left of that column (so, for example, for constructing a table for p v g we should already have a column for p). Entering expressions You can enter expressions either by copy-pasting the expression below (or is sub-expressions), or typing the expression with English words - for example: "p or (q and not p)". You can copy the sub-expressions from here: q v (p A (q v p)) Rows: 2 Columns: 2 Logical Proof Select the number of steps you need: LHS = =(g A =(p A =p)) = ~ = RHS You may enter the operations by copying from the following table. Either versions are fine. inclusive exclusive disjunction disjunction ascii version true false not and or xor implies Operation/Value True False negation conjunction implication symbol version - A v