N
NANCY R
Guest
Question 1
Use the diagram shown to answer the question below.
Venn diagram has a rectangle that is titled Types of Music Students Listen To. There are three circles inside the rectangle. Each circle overlaps the other two. The circle on the top left shows 10 students listen to Rock only. The circle on the top right shows 22 listen to Hip Hop only. The circle on the bottom shows 4 students listen to Classical only. There are 4 other areas that show students who listen to more than one of these types of music. There are 2 students that listen to Rock and Hop-Hop, 3 that listen to Rock and Classical, 4 that listen to Hip-Hop and Classical and 1 students that listens to all three types of music.
How many students listen to both Rock and Classical, but not Hip Hop Music?
3
17
13
7
Question 2
Use the diagram shown to answer the question below.
Venn diagram has a rectangle that is titled Types of Music Students Listen To. There are three circles inside the rectangle. Each circle overlaps the other two. The circle on the top left shows 10 students listen to Rock only. The circle on the top right shows 22 listen to Hip Hop only. The circle on the bottom shows 4 students listen to Classical only. There are 4 other areas that show students who listen to more than one of these types of music. There are 2 students that listen to Rock and Hop-Hop, 3 that listen to Rock and Classical, 4 that listen to Hip-Hop and Classical and 1 students that listens to all three types of music.
How many students listen to only Rock Music?
34
10
32
2
Question 3
Consider set M, the set of all women that work outside the home.
M = {Men who have more than one job}
Choose the set below that is NOT a subset of set M
P = {Men who work as painters and tile layers}
U = {Men who work as bankers}
N = {Men who work as nutritional counselors and personal trainers}
R = {Men who work as authors and teachers}
Question 4
Choose the set below that is NOT a possible way to represent counting numbers between and including 10 and 22.
S = {10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22}
S = {Counting numbers between 10 and 22}
S = {10, 11, 12, ..., 20, 21, 22}
S = {Counting numbers less than or equal to 22 and greater than or equal to 10}
Question 5
A Summer Camp has campers sign up for the hobbies they want to learn. 102 students are planning to attend the camp. 28 students total say they want to take only Pottery, 30 want to take only Archery, and 26 want to take only Music. Six say they want to take both Pottery and Music. Three want to take all three courses. Five want Music and Archery and 4 want Pottery and Archery. Choose the diagram below that accurately represents this scenario.
Venn diagram has a rectangle that is titled Campers and their hobbies. There are three circles inside the rectangle. Each circle overlaps the other two. The circle on the top left shows 15 students taking Pottery only. The circle on the top right shows 18 students taking Archery only. The circle on the bottom shows 12 students taking Music only. There are 4 other areas that show students taking more than one of these classes. There are 6 students taking Pottery and Music, 5 taking Music and Archery, 4 taking Archery and Pottery and 3 students taking all three classes.
Venn diagram has a rectangle that is titled Campers and their hobbies. There are three circles inside the rectangle. None of the circles overlap. The circle on the top left shows 15 students taking Pottery. The circle on the top right shows 18 students taking Archery. The circle on the bottom shows 12 students taking Music.
Venn diagram has a rectangle that is titled Campers and their hobbies. There are three circles inside the rectangle. None of the circles overlap. The circle on the top left shows 28 students taking Pottery. The circle on the top right shows 30 students taking Archery. The circle on the bottom shows 26 students taking Music.
Use the diagram shown to answer the question below.
Venn diagram has a rectangle that is titled Types of Music Students Listen To. There are three circles inside the rectangle. Each circle overlaps the other two. The circle on the top left shows 10 students listen to Rock only. The circle on the top right shows 22 listen to Hip Hop only. The circle on the bottom shows 4 students listen to Classical only. There are 4 other areas that show students who listen to more than one of these types of music. There are 2 students that listen to Rock and Hop-Hop, 3 that listen to Rock and Classical, 4 that listen to Hip-Hop and Classical and 1 students that listens to all three types of music.
How many students listen to both Rock and Classical, but not Hip Hop Music?
3
17
13
7
Question 2
Use the diagram shown to answer the question below.
Venn diagram has a rectangle that is titled Types of Music Students Listen To. There are three circles inside the rectangle. Each circle overlaps the other two. The circle on the top left shows 10 students listen to Rock only. The circle on the top right shows 22 listen to Hip Hop only. The circle on the bottom shows 4 students listen to Classical only. There are 4 other areas that show students who listen to more than one of these types of music. There are 2 students that listen to Rock and Hop-Hop, 3 that listen to Rock and Classical, 4 that listen to Hip-Hop and Classical and 1 students that listens to all three types of music.
How many students listen to only Rock Music?
34
10
32
2
Question 3
Consider set M, the set of all women that work outside the home.
M = {Men who have more than one job}
Choose the set below that is NOT a subset of set M
P = {Men who work as painters and tile layers}
U = {Men who work as bankers}
N = {Men who work as nutritional counselors and personal trainers}
R = {Men who work as authors and teachers}
Question 4
Choose the set below that is NOT a possible way to represent counting numbers between and including 10 and 22.
S = {10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22}
S = {Counting numbers between 10 and 22}
S = {10, 11, 12, ..., 20, 21, 22}
S = {Counting numbers less than or equal to 22 and greater than or equal to 10}
Question 5
A Summer Camp has campers sign up for the hobbies they want to learn. 102 students are planning to attend the camp. 28 students total say they want to take only Pottery, 30 want to take only Archery, and 26 want to take only Music. Six say they want to take both Pottery and Music. Three want to take all three courses. Five want Music and Archery and 4 want Pottery and Archery. Choose the diagram below that accurately represents this scenario.
Venn diagram has a rectangle that is titled Campers and their hobbies. There are three circles inside the rectangle. Each circle overlaps the other two. The circle on the top left shows 15 students taking Pottery only. The circle on the top right shows 18 students taking Archery only. The circle on the bottom shows 12 students taking Music only. There are 4 other areas that show students taking more than one of these classes. There are 6 students taking Pottery and Music, 5 taking Music and Archery, 4 taking Archery and Pottery and 3 students taking all three classes.
Venn diagram has a rectangle that is titled Campers and their hobbies. There are three circles inside the rectangle. None of the circles overlap. The circle on the top left shows 15 students taking Pottery. The circle on the top right shows 18 students taking Archery. The circle on the bottom shows 12 students taking Music.
Venn diagram has a rectangle that is titled Campers and their hobbies. There are three circles inside the rectangle. None of the circles overlap. The circle on the top left shows 28 students taking Pottery. The circle on the top right shows 30 students taking Archery. The circle on the bottom shows 26 students taking Music.