Let B be the universal body of students at a university.

Let

S (x) stand for "x is smart".

Y (x) stand for "y is young".

C (x) stand for "x is a CS Major"

Translate the following sentences into quantified formulas.

1 - All CS majors are smart

2 - Some CS majors are smart and not young.

3 - No young college students are CS majors.

Question

Mathematics

Dylan Cole

23 June, 18:33

Let B be the universal body of students at a university.

Let

S (x) stand for "x is smart".

Y (x) stand for "y is young".

C (x) stand for "x is a CS Major"

Translate the following sentences into quantified formulas.

1 - All CS majors are smart

2 - Some CS majors are smart and not young.

3 - No young college students are CS majors.

+2

Answers (1)

Know the Answer?

Fabian Mccoy · Answer 1

Step-by-step explanation:

Given that

S (x) stand for "x is smart".

Y (x) stand for "y is young".

C (x) stand for "x is a CS Major"

1) All CS majors are smart : C (x) ⇒ S (x)

2) Some CS majors are smart and not young.: There exists a∈C (x) such that a ∉ Y (x)

3) No young college students are CS majors.: ~Y (s) ⇒CS (x)