ANALYSIS Statement 1: Mathematics is full of symbols and notations, precisely so, the language of mathematics depends so much on them. Statement 2: Problems stated in words have to be translatedinto mathematical symbols before they can be solved.

Determine if statement (3) follows from statements (1) and (2) by the Law of Detachment or the Law of Syllogism. If it does, state which law was used. If it does not, write INVALID

P and Q= statement.  Use only one method to determine whether the compound statement provided is a tautology , controdiction or contingent statement

Any time you see A, B, or C in any of the quiz questions, those statement letters are true. Any time you see X, Y, or Z in any of the quiz questions, those statement letters are false. Not all letters, (A, B, C, X, Y, Z), will be in all statements. (-Av-C)v (X A) True False

State the converse, inverse and contrapositive of each of the following statements ¬p∧q⟶p∨q. can i get a non handwriting answer please so it would be easy to copy