identify the set {hot dogs,hamburgers,potato salad,apple pie,homemade ice cream} in set builder notation?
Q. Find the set in set builder notation?
Asked by Clement - Tue Aug 4 21:55:34 2009 - - 1 Answers - 0 Comments
A. apple pie and homemade ice cream
Answered by unknown - Tue Aug 4 21:59:30 2009
Q. Find the set in set builder notation?
Asked by Clement - Tue Aug 4 21:55:34 2009 - - 1 Answers - 0 Comments
A. apple pie and homemade ice cream
Answered by unknown - Tue Aug 4 21:59:30 2009
Can someone please help me with set-builder notation?
Q. How do I write the set M = {1, 3, 5, 7, 9} using set-builder notation. Thanks!
Asked by Suzi Lee - Mon Oct 20 15:24:55 2008 - - 1 Answers - 0 Comments
A. M = {x : x = 2k+1}
Answered by Puzzling - Mon Oct 20 15:30:02 2008
Q. How do I write the set M = {1, 3, 5, 7, 9} using set-builder notation. Thanks!
Asked by Suzi Lee - Mon Oct 20 15:24:55 2008 - - 1 Answers - 0 Comments
A. M = {x : x = 2k+1}
Answered by Puzzling - Mon Oct 20 15:30:02 2008
How do you find the domain and range of a relation in set builder notation?
Q. How do you find the domain and range of a relation in set builder notation?
Asked by ash* - Thu Sep 3 15:22:34 2009 - - 1 Answers - 0 Comments
A. Your question is too general. The domain of a relation is the set of all numbers that can be input. The range is the set of all output of the relation. The nature of the relation determines the methodology for getting the domain and the range. Set builder notation is just a method of reporting the domain and the range. If you want a more explicit answer, you have to post a relation/function. QED
Answered by the mathemagician - Thu Sep 3 15:32:08 2009
Q. How do you find the domain and range of a relation in set builder notation?
Asked by ash* - Thu Sep 3 15:22:34 2009 - - 1 Answers - 0 Comments
A. Your question is too general. The domain of a relation is the set of all numbers that can be input. The range is the set of all output of the relation. The nature of the relation determines the methodology for getting the domain and the range. Set builder notation is just a method of reporting the domain and the range. If you want a more explicit answer, you have to post a relation/function. QED
Answered by the mathemagician - Thu Sep 3 15:32:08 2009
How does the roster method of describing sets differ from the set-builder notation?
Q. How does the roster method of describing sets differ from the set-builder notation?
Asked by chelly - Sun Sep 7 12:36:58 2008 - - 1 Answers - 0 Comments
A. The roster method is what you use when you list the elements explicitly, as in: {1, 2, 3, 4, 5, 6, 7, 8, 9, 10} Set-builder notation is what you use when you describe the elements: {x | x is an integer and 0 < x < 11}
Answered by TheMathemagician - Tue Sep 9 04:37:49 2008
Q. How does the roster method of describing sets differ from the set-builder notation?
Asked by chelly - Sun Sep 7 12:36:58 2008 - - 1 Answers - 0 Comments
A. The roster method is what you use when you list the elements explicitly, as in: {1, 2, 3, 4, 5, 6, 7, 8, 9, 10} Set-builder notation is what you use when you describe the elements: {x | x is an integer and 0 < x < 11}
Answered by TheMathemagician - Tue Sep 9 04:37:49 2008
How would i put this in Interval and Set Builder notation?
Q. 3x+1>4 or 2x-3<5 Can somone please help
Asked by whats up - Sat Aug 29 18:29:28 2009 - - 1 Answers - 0 Comments
A. Start by solving both inequalities for x. 3x + 1 > 4 3x + 1 - 1 > 4 - 1 3x > 4 - 1 3x > 3 3x/3 > 3/3 x > 1 2x - 3 < 5 2x - 3 + 3 < 5 + 3 2x < 8 2x/2 < 8/2 x < 4 Now you have x > 1 or x < 4. In interval notation this is (1, 4). Hope this helps you!
Answered by Amy J - Mon Aug 31 04:45:10 2009
Q. 3x+1>4 or 2x-3<5 Can somone please help
Asked by whats up - Sat Aug 29 18:29:28 2009 - - 1 Answers - 0 Comments
A. Start by solving both inequalities for x. 3x + 1 > 4 3x + 1 - 1 > 4 - 1 3x > 4 - 1 3x > 3 3x/3 > 3/3 x > 1 2x - 3 < 5 2x - 3 + 3 < 5 + 3 2x < 8 2x/2 < 8/2 x < 4 Now you have x > 1 or x < 4. In interval notation this is (1, 4). Hope this helps you!
Answered by Amy J - Mon Aug 31 04:45:10 2009
what is the set builder notation?
Q. ex. what would be the set builder notation for greater than or equal to -5 and less than 17 1. (-5,17] 2. (-5,17) 3. [-5,17) 4. [5,17]
Asked by lOVELY1 - Sat May 17 19:16:54 2008 - - 1 Answers - 0 Comments
A. 3 [ includes, ) does not include
Answered by richardwptljc - Sat May 17 19:23:49 2008
Q. ex. what would be the set builder notation for greater than or equal to -5 and less than 17 1. (-5,17] 2. (-5,17) 3. [-5,17) 4. [5,17]
Asked by lOVELY1 - Sat May 17 19:16:54 2008 - - 1 Answers - 0 Comments
A. 3 [ includes, ) does not include
Answered by richardwptljc - Sat May 17 19:23:49 2008
What is the domain expressed in set builder notation?
Q. The square root of x - 2
Asked by Apollo - Tue May 6 11:41:28 2008 - - 1 Answers - 0 Comments
A. The domain is {x: x - 2 >= 0} = {x: x >= 2}.
Answered by Tony - Tue May 6 12:08:36 2008
Q. The square root of x - 2
Asked by Apollo - Tue May 6 11:41:28 2008 - - 1 Answers - 0 Comments
A. The domain is {x: x - 2 >= 0} = {x: x >= 2}.
Answered by Tony - Tue May 6 12:08:36 2008
I need to solve this by using the set builder notation?
Q. 2/3(4x-4)>16 I get confused when fractions involved
Asked by Shannon - Wed Jun 17 23:24:55 2009 - - 2 Answers - 0 Comments
A. I will assume you meant (2/3)(4x-4)>16, correct me if I'm wrong. (2/3)(4x-4)>16 4x - 4 > 16 / (2/3) 4x - 4 > 16 * (3/2) 4x - 4 > 24 4x > 24 + 4 4x > 28 x > 28/4 x > 7 Any value of x greater than 7 will satisfy your equation. { x R: x > 7}
Answered by V - Wed Jun 17 23:31:08 2009
Q. 2/3(4x-4)>16 I get confused when fractions involved
Asked by Shannon - Wed Jun 17 23:24:55 2009 - - 2 Answers - 0 Comments
A. I will assume you meant (2/3)(4x-4)>16, correct me if I'm wrong. (2/3)(4x-4)>16 4x - 4 > 16 / (2/3) 4x - 4 > 16 * (3/2) 4x - 4 > 24 4x > 24 + 4 4x > 28 x > 28/4 x > 7 Any value of x greater than 7 will satisfy your equation. { x R: x > 7}
Answered by V - Wed Jun 17 23:31:08 2009
How do you put these into "set builder notation"?
Q. A= (x=even numbers 2-12) B=(x=4, 8, 12) E=(x=even numbers 2-20)
Asked by Lovin29 - Fri Feb 20 09:29:06 2009 - - 1 Answers - 1 Comments
A. It's generally the form: A = {variable : conditions on variable}. so e.g. A = {x : (x is even) and (x >= 2) and (x <= 12)} (where >= is greater than or equals to and sim. for <=.) B = {x : (x = 4) or (x = 8) or (x = 12)} E = {x: (x is even) and (x >= 2) and (x <= 20)}. Note these are not unique answers; for the first one e.g. you could have said A = {x : (x is even) and (x > 0) and (x < 14)}, since this also gives the same set of evens; or you could even have said A = {x : (x = 2k) and (k is in the integers) and (k >= 1) and (k <= 6)}, since this says we can express x as 2 times another number (i.e. it is even), where this other number an be as low as 1 (giving 2) or as high as 6 (giving 12). Similarly for B, there were only 3… [cont.]
Answered by Dr Octavian - Fri Feb 20 09:34:23 2009
Q. A= (x=even numbers 2-12) B=(x=4, 8, 12) E=(x=even numbers 2-20)
Asked by Lovin29 - Fri Feb 20 09:29:06 2009 - - 1 Answers - 1 Comments
A. It's generally the form: A = {variable : conditions on variable}. so e.g. A = {x : (x is even) and (x >= 2) and (x <= 12)} (where >= is greater than or equals to and sim. for <=.) B = {x : (x = 4) or (x = 8) or (x = 12)} E = {x: (x is even) and (x >= 2) and (x <= 20)}. Note these are not unique answers; for the first one e.g. you could have said A = {x : (x is even) and (x > 0) and (x < 14)}, since this also gives the same set of evens; or you could even have said A = {x : (x = 2k) and (k is in the integers) and (k >= 1) and (k <= 6)}, since this says we can express x as 2 times another number (i.e. it is even), where this other number an be as low as 1 (giving 2) or as high as 6 (giving 12). Similarly for B, there were only 3… [cont.]
Answered by Dr Octavian - Fri Feb 20 09:34:23 2009
Write each the following sets using Set builder Notation:?
Q. (A) List all the elements of the following sets : 1) 1) A={ x | x is real & x2 2x =0 } 2) B= {(x,y)} x and y are positive Integers & xgy < 6} (B) Write each the following sets using Set builder Notation: 1) A = A= {2, 3, 5, 7, 11} 2) B = {-1, 1, 0}
Asked by Meera H - Fri May 30 08:25:56 2008 - - 1 Answers - 0 Comments
A. A={0,2} B= can be written down once i understand what that xgy is! A={x| x is a prime <12.} B={x|x(x^2-1)=0}
Answered by bskelkar - Fri May 30 08:34:33 2008
Q. (A) List all the elements of the following sets : 1) 1) A={ x | x is real & x2 2x =0 } 2) B= {(x,y)} x and y are positive Integers & xgy < 6} (B) Write each the following sets using Set builder Notation: 1) A = A= {2, 3, 5, 7, 11} 2) B = {-1, 1, 0}
Asked by Meera H - Fri May 30 08:25:56 2008 - - 1 Answers - 0 Comments
A. A={0,2} B= can be written down once i understand what that xgy is! A={x| x is a prime <12.} B={x|x(x^2-1)=0}
Answered by bskelkar - Fri May 30 08:34:33 2008
Write this set in set-builder notation. B = {-2, -1, 0, 1, 2, A A A}?
Q. I need to know how to write this in set-builder notation. The 3 A's are making it difficult and I do not know what they are for.
Asked by Karen F - Thu Oct 19 18:02:43 2006 - - 1 Answers - 0 Comments
A. Here you are with my try: B = { X / XeZ Xe[-2,2]} U {X / X is three "A" s} "e" represents the sign "belongs to" "U" represents Union operation. - represents the connective "and" Z = integer numbers set Hope it helps! Good luck!
Answered by CHESSLARUS - Thu Oct 19 18:18:03 2006
Q. I need to know how to write this in set-builder notation. The 3 A's are making it difficult and I do not know what they are for.
Asked by Karen F - Thu Oct 19 18:02:43 2006 - - 1 Answers - 0 Comments
A. Here you are with my try: B = { X / XeZ Xe[-2,2]} U {X / X is three "A" s} "e" represents the sign "belongs to" "U" represents Union operation. - represents the connective "and" Z = integer numbers set Hope it helps! Good luck!
Answered by CHESSLARUS - Thu Oct 19 18:18:03 2006
Set builder notation help?
Q. okay so this isn't my homework problem, but it's similar. I just need someone to give me an example because it seems all examples in our notes are more simplistic than this. So how would you phrase this in set builder notation? even numbers between 49 and 51.
Asked by boredom - Wed Aug 27 22:19:17 2008 - - 1 Answers - 0 Comments
A. to be even it must be divisble by 2 let x be even number E is "element of " R is set of real numbers { x | x E R, x 0 mod 2, 49 < x < 51 } in order to make it clear it is even it must have remainder of zero when divided by 2 so use congruences hope this helps
Answered by asldas a - Wed Aug 27 22:48:26 2008
Q. okay so this isn't my homework problem, but it's similar. I just need someone to give me an example because it seems all examples in our notes are more simplistic than this. So how would you phrase this in set builder notation? even numbers between 49 and 51.
Asked by boredom - Wed Aug 27 22:19:17 2008 - - 1 Answers - 0 Comments
A. to be even it must be divisble by 2 let x be even number E is "element of " R is set of real numbers { x | x E R, x 0 mod 2, 49 < x < 51 } in order to make it clear it is even it must have remainder of zero when divided by 2 so use congruences hope this helps
Answered by asldas a - Wed Aug 27 22:48:26 2008
help me with set builder notation?
Q. Write an inequality in set-builder notation describing the range in temperatures, t, for Hoboken, N.J. Hoboken, New Jersey Low Temperature ( F) 18 High Temperature ( F) 98
Asked by <3 - Wed Jul 29 22:30:25 2009 - - 1 Answers - 0 Comments
A. { t | 18 t 98 }
Answered by Rita the dog - Wed Jul 29 22:48:04 2009
Q. Write an inequality in set-builder notation describing the range in temperatures, t, for Hoboken, N.J. Hoboken, New Jersey Low Temperature ( F) 18 High Temperature ( F) 98
Asked by <3 - Wed Jul 29 22:30:25 2009 - - 1 Answers - 0 Comments
A. { t | 18 t 98 }
Answered by Rita the dog - Wed Jul 29 22:48:04 2009
Solve by using the set-builder notation.?
Q. 7/4 [3x -1/2] - 4/3 < 5/3 Use the set-builder notation to describe the complete solution. { x l x ? ? } I need a great mind to help me solve this. Thank you for your help! :)
Asked by Silvana D - Mon Jul 14 23:18:18 2008 - - 1 Answers - 0 Comments
A. (7/4)[3x -1/2] - 4/3 < 5/3 (7/4)[3x -1/2] < 9/3 = 3 3x - 1/2 < 12/7 3x < 12/7 + 1/2 = 31/14 x < 31/42 So, in set-builder notation, we get: {x | x < 31/42}
Answered by alwbsok - Mon Jul 14 23:23:15 2008
Q. 7/4 [3x -1/2] - 4/3 < 5/3 Use the set-builder notation to describe the complete solution. { x l x ? ? } I need a great mind to help me solve this. Thank you for your help! :)
Asked by Silvana D - Mon Jul 14 23:18:18 2008 - - 1 Answers - 0 Comments
A. (7/4)[3x -1/2] - 4/3 < 5/3 (7/4)[3x -1/2] < 9/3 = 3 3x - 1/2 < 12/7 3x < 12/7 + 1/2 = 31/14 x < 31/42 So, in set-builder notation, we get: {x | x < 31/42}
Answered by alwbsok - Mon Jul 14 23:23:15 2008
Set Builder Notation and Interval Notation?
Q. I am really unsure if I am doingInterval Notation and Set Builder Notation right. I have come up with the following answers and just want to see if they are correct. The problem is f (x) = -7+/x/ (absolute x) Is the answer for Interval Notation Domain - (0,infinity) Range - (0, infinity) Set Builder Notation Domain - (x/x>=) Range - (y/y>=0) If they are incorrect would you please tell me why? Thanks
Asked by tomimegi - Sat Jul 5 19:56:40 2008 - - 2 Answers - 0 Comments
A. f(x) = |x| - 7. Domain is Minus Infinity < x < Plus Infinity Range is y >= -7. This is because f(0) = -7, and any other value of x makes f(x) > -7.
Answered by fcas80 - Sat Jul 5 20:17:53 2008
Q. I am really unsure if I am doingInterval Notation and Set Builder Notation right. I have come up with the following answers and just want to see if they are correct. The problem is f (x) = -7+/x/ (absolute x) Is the answer for Interval Notation Domain - (0,infinity) Range - (0, infinity) Set Builder Notation Domain - (x/x>=) Range - (y/y>=0) If they are incorrect would you please tell me why? Thanks
Asked by tomimegi - Sat Jul 5 19:56:40 2008 - - 2 Answers - 0 Comments
A. f(x) = |x| - 7. Domain is Minus Infinity < x < Plus Infinity Range is y >= -7. This is because f(0) = -7, and any other value of x makes f(x) > -7.
Answered by fcas80 - Sat Jul 5 20:17:53 2008
write the solution in set builder notation and graph on a number line: 2 I 2y - 6 I + 4 = 8?
Q. write the solution in set builder notation and graph on a number line: 2 I 2y - 6 I + 4 = 8?
Asked by unknown - Sun Aug 16 12:03:32 2009 - - 1 Answers - 0 Comments
A. 2 |2y - 6| + 4 = 8 Subtract 4 from both sides 2 |2y - 6| = 4 Divide both sides by 2 |2y - 6| = 2 Since |a| is equal to either a or -a for any expression a, this is equivalent to two equations. Either 2y - 6 = 2, or -(2y - 6) = 2. So the possible solutions for y are the solutions to those two simple equations.
Answered by Randy P - Sun Aug 16 12:12:07 2009
Q. write the solution in set builder notation and graph on a number line: 2 I 2y - 6 I + 4 = 8?
Asked by unknown - Sun Aug 16 12:03:32 2009 - - 1 Answers - 0 Comments
A. 2 |2y - 6| + 4 = 8 Subtract 4 from both sides 2 |2y - 6| = 4 Divide both sides by 2 |2y - 6| = 2 Since |a| is equal to either a or -a for any expression a, this is equivalent to two equations. Either 2y - 6 = 2, or -(2y - 6) = 2. So the possible solutions for y are the solutions to those two simple equations.
Answered by Randy P - Sun Aug 16 12:12:07 2009
Math homework help???Set Builder Notation?
Q. I really dont understand how to solve this-i got the wrong answer question: Use Set Builder notation to show the set of natural numbers (N), given the Real Numbers (R) is the universal set my answer was: (NERl 1,2,3,4,5,6...) ^(N is an element of R) ***can you please tell me what i did wrong and how to change it, thanks
Asked by What cookie... - Tue Oct 13 17:36:42 2009 - - 1 Answers - 0 Comments
A. Use the chi square test
Answered by Etienne de Quercy, Tip Trop Top! - Sat Oct 17 17:28:02 2009
Q. I really dont understand how to solve this-i got the wrong answer question: Use Set Builder notation to show the set of natural numbers (N), given the Real Numbers (R) is the universal set my answer was: (NERl 1,2,3,4,5,6...) ^(N is an element of R) ***can you please tell me what i did wrong and how to change it, thanks
Asked by What cookie... - Tue Oct 13 17:36:42 2009 - - 1 Answers - 0 Comments
A. Use the chi square test
Answered by Etienne de Quercy, Tip Trop Top! - Sat Oct 17 17:28:02 2009
Set Builder-Notation?
Q. Use set-builder notation to describe the given set: *The set of the last 5 presidents of the republic of the Philippines *The set of the first 6 planets closest to the sun *The set of the 3 middle colors of the rainbow *A set of 5 important virtues *A set of good Filipino traits
Asked by Ice - Sun Jun 15 06:54:39 2008 - - 1 Answers - 0 Comments
A. here's a list of some for you to convert into whatever format most pleases you (1) I'll leave this to you (2) all of them but neptune and pluto (3) yellow green blue (4) faith, hope, charity, temperance, fortitude (5) faith, hope, charity, prudence, justice, temperance, fortitude Man is perfected by virtue, for those actions whereby he is directed to happiness, as was explained above. Now man's happiness is twofold, as was also stated above. One is proportionate to human nature, a happiness, to wit, which man can obtain by means of his natural principles. The other is a happiness surpassing man's nature, and which man can obtain by the power of God alone, by a kind of participation of the Godhead, about which it is written (2… [cont.]
Answered by Getta Grip - Mon Jun 16 00:37:11 2008
Q. Use set-builder notation to describe the given set: *The set of the last 5 presidents of the republic of the Philippines *The set of the first 6 planets closest to the sun *The set of the 3 middle colors of the rainbow *A set of 5 important virtues *A set of good Filipino traits
Asked by Ice - Sun Jun 15 06:54:39 2008 - - 1 Answers - 0 Comments
A. here's a list of some for you to convert into whatever format most pleases you (1) I'll leave this to you (2) all of them but neptune and pluto (3) yellow green blue (4) faith, hope, charity, temperance, fortitude (5) faith, hope, charity, prudence, justice, temperance, fortitude Man is perfected by virtue, for those actions whereby he is directed to happiness, as was explained above. Now man's happiness is twofold, as was also stated above. One is proportionate to human nature, a happiness, to wit, which man can obtain by means of his natural principles. The other is a happiness surpassing man's nature, and which man can obtain by the power of God alone, by a kind of participation of the Godhead, about which it is written (2… [cont.]
Answered by Getta Grip - Mon Jun 16 00:37:11 2008
(2,5] write in Set builder notation?
Q. How do I write (2,5] in set builder notation
Asked by danny z - Sun Jul 12 17:33:30 2009 - - 1 Answers - 0 Comments
A. (2,5] = {x| 2 < x <= 5}.
Answered by Tony - Sun Jul 12 18:09:15 2009
Q. How do I write (2,5] in set builder notation
Asked by danny z - Sun Jul 12 17:33:30 2009 - - 1 Answers - 0 Comments
A. (2,5] = {x| 2 < x <= 5}.
Answered by Tony - Sun Jul 12 18:09:15 2009
HELP - set builder notation?
Q. How do I put the following set into set builder notation? {chips n dip, watermelon, bratwurst, cake}
Asked by Tee T - Tue Apr 1 16:09:06 2008 - - 1 Answers - 0 Comments
A. For a finite set such as this you just list the elements. You might want to specify the 'universal set' that the elements come from. In this case let's say food: S = { chip n dip, watermelon, bratwurst, cake } The significance of the universal set is that, in this case, the complement of S is all foods that are not elements of S. If the universal set were foods sold at your local store then, of course, the complement of S would be all the foods sold that are not elements of S.
Answered by modulo_function - Wed Apr 2 01:24:50 2008
Q. How do I put the following set into set builder notation? {chips n dip, watermelon, bratwurst, cake}
Asked by Tee T - Tue Apr 1 16:09:06 2008 - - 1 Answers - 0 Comments
A. For a finite set such as this you just list the elements. You might want to specify the 'universal set' that the elements come from. In this case let's say food: S = { chip n dip, watermelon, bratwurst, cake } The significance of the universal set is that, in this case, the complement of S is all foods that are not elements of S. If the universal set were foods sold at your local store then, of course, the complement of S would be all the foods sold that are not elements of S.
Answered by modulo_function - Wed Apr 2 01:24:50 2008
From Yahoo Answer Search: 'Set-builder notation'
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Fri, 19 Dec 2008 02:05:09 GM
What is the solution . set. ? -7x>1/15Hi, -7x > 1/15 Multiply both sides by (-1/7) -7x(-1/7) > 1/15(-1/7) direction of the inequalitiy changes when multiplied by a negative number, x < -1/105 In terms of . set builder notation. : {x | x ...
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