Express each of these statements using existential and universal quantifiers and propositional logic where ?n is defined in Exercise 26.

Solution :Step 1:In this problem, we need to express these statements using existential and universal quantifiers and quantifiers.Where we are given means there exists exactly n values in the domain such that P(x) is true and the domain consists of all real numbers.Step 2:Existential Quantifier: If P(x) holds for some x in the domain ASo, we can write as x(P(x))Universal Quantifier: Suppose P be a predicate with the domain AIf statement “P(x) contains for all x in A”So we can write x(P(x)