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Three sets are defined as follows: M = {natural numbers < < 20} P = {prime numbers < 20} Q = {odd numbers < 20} (i) List the members of M n P (ii) Find the members of P which are not in set Q (ii) Find the members of Q which are not in set P

Three sets are defined as follows: M = {natural numbers < < 20} P = {prime numbers < 20} Q = {odd numbers < 20} (i) List the members of M n P (ii) Find the members of P which are not in set Q (ii) Find the members of Q which are not in set P

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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(b) Three sets are defined as follows: M = {natural numbers < 20} P = {prime numbers < 20} Q = {odd numbers < 20} %3D (i) List the members of M n P (ii) Find the members of P which are not in set Q (iii) Find the members of Q which are not in set P (c) Create a set comprehension for the set F = {1,2,4,8,16}
Transcribed Image Text:(b) Three sets are defined as follows: M = {natural numbers < 20} P = {prime numbers < 20} Q = {odd numbers < 20} %3D (i) List the members of M n P (ii) Find the members of P which are not in set Q (iii) Find the members of Q which are not in set P (c) Create a set comprehension for the set F = {1,2,4,8,16}
(a) L is a language with L = {r°101°r°10}. Which of the following strings are contained within L? (i) 101011010 (ii) 11101110 (iii) 0101010 (iv) 10110 (v) 1010101010
Transcribed Image Text:(a) L is a language with L = {r°101°r°10}. Which of the following strings are contained within L? (i) 101011010 (ii) 11101110 (iii) 0101010 (iv) 10110 (v) 1010101010
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