Discrete Mathematics With Applicat...

5th Edition

EPP + 1 other

ISBN: 9781337694193

Textbook Problem

1 views

For each of 1-4 find a counterexample to show that the statement is false. Assume all sets are subsets of a universal set U.
For all sets A, B, and C,
( A ∪ B ) ∩ C = A ∪ ( B ∩ C ) .

To determine

For each find a counterexample to show that me statement is falsa Assume all sets are subsets of a universal set U.

Exercise

For all sets A,B and C(A∩B)∪C=A∩(B∪C).

Explanation

Given information:

Let A,B and C be any set

Concept used:

∪:Union of sets∩:Intersection of sets

⊆: subset of set

Calculation:

Counterexample

Let A={a}, B={b,c},C={c,d}

LHS

B∪C={b,c,d}A∩(B∪C)

Still sussing out bartleby?

Check out a sample textbook solution.

See a sample solution

Chapter 6 Solutions

Show all chapter solutions

Sect-6.1 P-1TY Sect-6.1 P-2TY Sect-6.1 P-3TY Sect-6.1 P-4TY Sect-6.1 P-5TY Sect-6.1 P-6TY Sect-6.1 P-7TY Sect-6.1 P-8TY Sect-6.1 P-9TY Sect-6.1 P-10TY

Sect-6.1 P-11TY Sect-6.1 P-1ES Sect-6.1 P-2ES Sect-6.1 P-3ES Sect-6.1 P-4ES Sect-6.1 P-5ES Sect-6.1 P-6ES Sect-6.1 P-7ES Sect-6.1 P-8ES Sect-6.1 P-9ES Sect-6.1 P-10ES Sect-6.1 P-11ES Sect-6.1 P-12ES Sect-6.1 P-13ES Sect-6.1 P-14ES Sect-6.1 P-15ES Sect-6.1 P-16ES Sect-6.1 P-17ES Sect-6.1 P-18ES Sect-6.1 P-19ES Sect-6.1 P-20ES Sect-6.1 P-21ES Sect-6.1 P-22ES Sect-6.1 P-23ES Sect-6.1 P-24ES Sect-6.1 P-25ES Sect-6.1 P-26ES Sect-6.1 P-27ES Sect-6.1 P-28ES Sect-6.1 P-29ES Sect-6.1 P-30ES Sect-6.1 P-31ES Sect-6.1 P-32ES Sect-6.1 P-33ES Sect-6.1 P-34ES Sect-6.1 P-35ES Sect-6.1 P-36ES Sect-6.1 P-37ES Sect-6.1 P-38ES Sect-6.2 P-1TY Sect-6.2 P-2TY Sect-6.2 P-3TY Sect-6.2 P-4TY Sect-6.2 P-5TY Sect-6.2 P-6TY Sect-6.2 P-1ES Sect-6.2 P-2ES Sect-6.2 P-3ES Sect-6.2 P-4ES Sect-6.2 P-5ES Sect-6.2 P-6ES Sect-6.2 P-7ES Sect-6.2 P-8ES Sect-6.2 P-9ES Sect-6.2 P-10ES Sect-6.2 P-11ES Sect-6.2 P-12ES Sect-6.2 P-13ES Sect-6.2 P-14ES Sect-6.2 P-15ES Sect-6.2 P-16ES Sect-6.2 P-17ES Sect-6.2 P-18ES Sect-6.2 P-19ES Sect-6.2 P-20ES Sect-6.2 P-21ES Sect-6.2 P-22ES Sect-6.2 P-23ES Sect-6.2 P-24ES Sect-6.2 P-25ES Sect-6.2 P-26ES Sect-6.2 P-27ES Sect-6.2 P-28ES Sect-6.2 P-29ES Sect-6.2 P-30ES Sect-6.2 P-31ES Sect-6.2 P-32ES Sect-6.2 P-33ES Sect-6.2 P-34ES Sect-6.2 P-35ES Sect-6.2 P-36ES Sect-6.2 P-37ES Sect-6.2 P-38ES Sect-6.2 P-39ES Sect-6.2 P-40ES Sect-6.2 P-41ES Sect-6.2 P-42ES Sect-6.2 P-43ES Sect-6.2 P-44ES Sect-6.3 P-1TY Sect-6.3 P-2TY Sect-6.3 P-3TY Sect-6.3 P-1ES Sect-6.3 P-2ES Sect-6.3 P-3ES Sect-6.3 P-4ES Sect-6.3 P-5ES Sect-6.3 P-6ES Sect-6.3 P-7ES Sect-6.3 P-8ES Sect-6.3 P-9ES Sect-6.3 P-10ES Sect-6.3 P-11ES Sect-6.3 P-12ES Sect-6.3 P-13ES Sect-6.3 P-14ES Sect-6.3 P-15ES Sect-6.3 P-16ES Sect-6.3 P-17ES Sect-6.3 P-18ES Sect-6.3 P-19ES Sect-6.3 P-20ES Sect-6.3 P-21ES Sect-6.3 P-22ES Sect-6.3 P-23ES Sect-6.3 P-24ES Sect-6.3 P-25ES Sect-6.3 P-26ES Sect-6.3 P-27ES Sect-6.3 P-28ES Sect-6.3 P-29ES Sect-6.3 P-30ES Sect-6.3 P-31ES Sect-6.3 P-32ES Sect-6.3 P-33ES Sect-6.3 P-34ES Sect-6.3 P-35ES Sect-6.3 P-36ES Sect-6.3 P-37ES Sect-6.3 P-38ES Sect-6.3 P-39ES Sect-6.3 P-40ES Sect-6.3 P-41ES Sect-6.3 P-42ES Sect-6.3 P-43ES Sect-6.3 P-44ES Sect-6.3 P-45ES Sect-6.3 P-46ES Sect-6.3 P-47ES Sect-6.3 P-48ES Sect-6.3 P-49ES Sect-6.3 P-50ES Sect-6.3 P-51ES Sect-6.3 P-52ES Sect-6.3 P-53ES Sect-6.3 P-54ES Sect-6.4 P-1TY Sect-6.4 P-2TY Sect-6.4 P-3TY Sect-6.4 P-1ES Sect-6.4 P-2ES Sect-6.4 P-3ES Sect-6.4 P-4ES Sect-6.4 P-5ES Sect-6.4 P-6ES Sect-6.4 P-7ES Sect-6.4 P-8ES Sect-6.4 P-9ES Sect-6.4 P-10ES Sect-6.4 P-11ES Sect-6.4 P-12ES Sect-6.4 P-13ES Sect-6.4 P-14ES Sect-6.4 P-15ES Sect-6.4 P-16ES Sect-6.4 P-17ES Sect-6.4 P-18ES Sect-6.4 P-19ES Sect-6.4 P-20ES Sect-6.4 P-21ES Sect-6.4 P-22ES Sect-6.4 P-23ES Sect-6.4 P-24ES Sect-6.4 P-25ES Sect-6.4 P-26ES Sect-6.4 P-27ES Sect-6.4 P-28ES Sect-6.4 P-29ES

© bartleby 2019