3. Is the set of all brown dogs a subset of the set of all dogs? Why or why not? 4. Is the set of all pets a subset of the set of all dogs? Why or why not? 5. Write the elements in each set in roster (list) form. a. A = {x | x<7 and x E N} b. B= {x | x < 7 and x E N} (yes, this is different than the previous one!) c. C= {x | x > 5 and x E N} d. D = {x| 9

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
ChapterCSR: Contents Of Student Resources
Section: Chapter Questions
Problem 15.2P
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3. Is the set of all brown dogs a subset of the set of all dogs? Why or why not?
4. Is the set of all pets a subset of the set of all dogs? Why or why not?
5. Write the elements in each set in roster (list) form.
a. A= {x | x < 7 and x E N}
b. B= {x | x< 7 and x E N} (yes, this is different than the previous one!)
c. C = {x | x > 5 and x E N}
d. D= {x| 9<x<13 and x E N}
e. How would set D be different if it was described without the x E N?
Transcribed Image Text:3. Is the set of all brown dogs a subset of the set of all dogs? Why or why not? 4. Is the set of all pets a subset of the set of all dogs? Why or why not? 5. Write the elements in each set in roster (list) form. a. A= {x | x < 7 and x E N} b. B= {x | x< 7 and x E N} (yes, this is different than the previous one!) c. C = {x | x > 5 and x E N} d. D= {x| 9<x<13 and x E N} e. How would set D be different if it was described without the x E N?
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