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1. Let A = {al(a>0 A (a <20) ^ a e: B = {bb > 15 Abs 20 Ab E Z} C = {clc 20) (cs 100) ACE D = {dd e z+ and d2 < 30} a. S

Posted: Tue Sep 07, 2021 7:17 am
by answerhappygod
1 Let A Al A 0 A A 20 A E B Bb 15 Abs 20 Ab E Z C Clc 20 Cs 100 Ace D Dd E Z And D2 30 A S 1
1 Let A Al A 0 A A 20 A E B Bb 15 Abs 20 Ab E Z C Clc 20 Cs 100 Ace D Dd E Z And D2 30 A S 1 (42.73 KiB) Viewed 119 times
1 Let A Al A 0 A A 20 A E B Bb 15 Abs 20 Ab E Z C Clc 20 Cs 100 Ace D Dd E Z And D2 30 A S 2
1 Let A Al A 0 A A 20 A E B Bb 15 Abs 20 Ab E Z C Clc 20 Cs 100 Ace D Dd E Z And D2 30 A S 2 (61.55 KiB) Viewed 119 times
1 Let A Al A 0 A A 20 A E B Bb 15 Abs 20 Ab E Z C Clc 20 Cs 100 Ace D Dd E Z And D2 30 A S 3
1 Let A Al A 0 A A 20 A E B Bb 15 Abs 20 Ab E Z C Clc 20 Cs 100 Ace D Dd E Z And D2 30 A S 3 (27.43 KiB) Viewed 119 times
1. Let A = {al(a>0 A (a <20) ^ a e: B = {bb > 15 Abs 20 Ab E Z} C = {clc 20) (cs 100) ACE D = {dd e z+ and d2 < 30} a. Show set A b. Show set B C. Show set D d. Compute AUB e. What is the value of|A|? f. Compute BNC g. Compute A - B
{al(a > A(a <20) ^ a ZA a is divisible by 5} = {bb 15 Ab S 20 Ab E Z} = {clc 20)^(CS100) ACE Z Ac is odd} {dd ezt and d? <30)
A = {ala >0 A (a <20) AaEZA a is divisible by 5), B = {b|b 15 Ab S 20 Ab E Z} C = {cl(20)^(cs 100) ACEZAc is odd} D = {d d e z+ and d<30)