, Let U = {n|n is a whole number and 2 sns 25), S = {nn E U and n is a square number), and p= {n n EU and n is a prime number} (n >1 is prime when it is divisible by just two different whole numbers: itself and 1). Let T = {nn EU and n is a power of 2}A %3D (a) Write S, P, and T in listed form. (b) Find the following sets: P, SNT, SUT, and SnT. 2. Draw a Venn diagram of the sets S, P, and T in problem 1. 3. Replace each box O with one of the symbols n, U, C, C, o = to give a correct statement for general sets A, B, and C. (a) A AUB (b) If A CB and A is not equal to B, then A B. (c) A (BU C) = (A N B) U (AN C) (d) AOØ = A

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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, Let U = {n|n is a whole number and 2 sns 25),
S = {nn E U and n is a square number), and
p= {n n EU and n is a prime number} (n >1 is prime when
it is divisible by just two different whole numbers: itself and 1).
Let T = {nn EU and n is a power of 2}A
%3D
(a) Write S, P, and T in listed form.
(b) Find the following sets: P, SNT, SUT, and SnT.
2. Draw a Venn diagram of the sets S, P, and T in
problem 1.
3. Replace each box O with one of the symbols n, U, C, C, o
= to give a correct statement for general sets A, B, and C.
(a) A AUB
(b) If A CB and A is not equal to B, then A B.
(c) A (BU C) = (A N B) U (AN C)
(d) AOØ = A
Transcribed Image Text:, Let U = {n|n is a whole number and 2 sns 25), S = {nn E U and n is a square number), and p= {n n EU and n is a prime number} (n >1 is prime when it is divisible by just two different whole numbers: itself and 1). Let T = {nn EU and n is a power of 2}A %3D (a) Write S, P, and T in listed form. (b) Find the following sets: P, SNT, SUT, and SnT. 2. Draw a Venn diagram of the sets S, P, and T in problem 1. 3. Replace each box O with one of the symbols n, U, C, C, o = to give a correct statement for general sets A, B, and C. (a) A AUB (b) If A CB and A is not equal to B, then A B. (c) A (BU C) = (A N B) U (AN C) (d) AOØ = A
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