B = {98, -42, 1, 56, 82, 607, 741, 87, -475, 80} C = {0, 475, 485, 87, 9, -412, 90, 651, 584, 89} D = {80, -78, -452, -475, 56, 90, 431, -80, 7820} E = {1088, 4571, -80, -475, 324, 543, 777, 782} %3D mpute DAUB ) (A U D) – C C - E (b) BU C (f) D – B 1) (An B) – C (c) An C (g)U – E

Algebra: Structure And Method, Book 1
(REV)00th Edition
ISBN:9780395977224
Author:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Publisher:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Chapter2: Working With Real Numbers
Section2.3: Rules For Addition
Problem 7P
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let A = {0, 75, 6, -42, 1088, 475, 609, 80, 195, 475}
B = {98, -42, 1, 56, 82, 607, 741, 87, -475, 80}
C= {0, 475, 485, 87, 9, -412, 90, 651, 584, 89}
D = {80, -78, -452, -475, 56, 90, 431, -80, 7820}
E = {1088, 4571, -80, -475, 324, 543, 777, 782}
1. Compute
(a) A U B
D)ט - C4 (e)
(i) C – E
(b) BUC
(f) D – B
() (An B) – C
(c) An C
(g)U – E
(d) Bn D
(h) E O B
2. Compute
(a) AUD
(e) (C U E) – (A U C)
(i) C O D
(b) BUD
() В - С
6) (An B) – (D n C)
(c) Cn D
(g) U – B
(d) An D
(h) C – B
3. Compute
(a) A U BUC
(d) (A U B) n C
(g) E - A
(b) An BnC
(e) (U – A) U (U – B)
(h) A - E
(c) An (B U C)
() (U – A) n (U – B)
4. Compute
(a) (A – C) n (C – D)
(c) BUB
(e) (U – E) U (U - D)
(g) E – B
(b) AU U
(d) Cn{ }
() (U – C) n (U – E)
(h) B - E
Transcribed Image Text:let A = {0, 75, 6, -42, 1088, 475, 609, 80, 195, 475} B = {98, -42, 1, 56, 82, 607, 741, 87, -475, 80} C= {0, 475, 485, 87, 9, -412, 90, 651, 584, 89} D = {80, -78, -452, -475, 56, 90, 431, -80, 7820} E = {1088, 4571, -80, -475, 324, 543, 777, 782} 1. Compute (a) A U B D)ט - C4 (e) (i) C – E (b) BUC (f) D – B () (An B) – C (c) An C (g)U – E (d) Bn D (h) E O B 2. Compute (a) AUD (e) (C U E) – (A U C) (i) C O D (b) BUD () В - С 6) (An B) – (D n C) (c) Cn D (g) U – B (d) An D (h) C – B 3. Compute (a) A U BUC (d) (A U B) n C (g) E - A (b) An BnC (e) (U – A) U (U – B) (h) A - E (c) An (B U C) () (U – A) n (U – B) 4. Compute (a) (A – C) n (C – D) (c) BUB (e) (U – E) U (U - D) (g) E – B (b) AU U (d) Cn{ } () (U – C) n (U – E) (h) B - E
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