1. B And Q Post Boxing
2. B And Q Outside Post Box
3. B And Q Post Box Office
4. B And Q External Post Box
5. B And Q Post Box Lock

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A.

Step-by-step explanation:

We are given that

A region: It includes all element of p but not q.

B region: It includes elements of p and q.It is represented by

.

C region: it contained the elements of q only.

Union of A , B and C are represented by

Hence, the region A,B and C represents by

Option A is true.

p ∨ q

Step-by-step explanation:

you have to have an algbra brain

Region A: includes all elements that are part of p, but not part of q.

Region B: includes elements that are part of p AND part of q at the same time.

Region C: includes all elements that are part of q, but not part of p.

For example, ensemble p might represent all friends of yours who got a burger at Mc Donald's. Ensemble q might represent those who got fries at Mc Donald's. Some of them will have gotten only a burger (A), some have bought only fries (C), and some will have bought both (B).

The area represented by p v q or p ∪ q.

Step-by-step explanation:

The diagram represents two statements: p and q.

Here,

A represents the region in which only p is true.

B represents the region in which both p and q are true.

C represents the region in which only q is true.

The combine region of A, B, and C represents the region in which either p is true or q is true.

Therefore the region of A, B, and C is the union of p and q. It can be represented as p v q or p ∪ q.

B And Q Post Boxing

the third one

Step-by-step explanation:

B = p ∩ q

B is the common part of p and q

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B And Q Outside Post Box

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B And Q Post Box Office

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B And Q External Post Box

Most recently updated: January 28, 2020.

B And Q Post Box Lock