Use the table to answer the question.
Number of Siblings: 0, 1, 2, 3, 4, 5 Number of 6th Graders: 3, 12, 5, 2, 0, 2
Kaylen wants to know how many siblings 6th graders have. She surveys the 6th graders on her soccer team. Her results are given in the table. What is the mode of number of siblings for the 6th graders that she surveyed?
2 siblings
1 sibling
5 siblings
12 siblings
7 answers
The mode is the number that appears most often in the data. In this case, the number of siblings that appears most often is 1 sibling, with 12 6th graders having exactly 1 sibling. So, the mode of the number of siblings for the 6th graders that Kaylen surveyed is 1 sibling.
Yasmine works as a server in a restaurant and earns different amounts in tips each night. Her earnings in tips over the course of 8 nights of work are shown in the following dataset. Find the mode of the dataset and explain whether the mode is descriptive of the dataset.
{$10.45,$10.45,$35.80,$38.10,$40.90,$45.90,$79.60,$96.78}
The mode of the dataset is $10.45. The mode is descriptive of the dataset because it is the most common value.
The mode of the dataset is $86.33. The mode is not descriptive of the dataset because it does not describe the center of the data.
The mode of the dataset is $10.45. The mode is not descriptive of the dataset because it does not describe the center of the data.
The mode of the dataset is $39.50. The mode is descriptive of the dataset because it is in the center of the dataset.
{$10.45,$10.45,$35.80,$38.10,$40.90,$45.90,$79.60,$96.78}
The mode of the dataset is $10.45. The mode is descriptive of the dataset because it is the most common value.
The mode of the dataset is $86.33. The mode is not descriptive of the dataset because it does not describe the center of the data.
The mode of the dataset is $10.45. The mode is not descriptive of the dataset because it does not describe the center of the data.
The mode of the dataset is $39.50. The mode is descriptive of the dataset because it is in the center of the dataset.
The correct statement is:
The mode of the dataset is $10.45. The mode is descriptive of the dataset because it is the most common value.
The mode of the dataset is $10.45. The mode is descriptive of the dataset because it is the most common value.
Aziz wonders whether most people tend to eat the same number of pieces of pizza at a pizza party or whether the amount people eat varies a lot. He surveys 10 people at the end of a pizza party and asks them how many pieces of pizza they ate. His results follow. Find and interpret the range of his data.
Number of Pieces of Pizza Eaten: 3, 2, 6, 2, 1, 4, 2, 5, 4, 6
The range is 3.5 pieces. This means people tended to eat about 3.5 pieces.
The range is 35 pieces. This means people ate a total of 35 pieces of pizza at the pizza party.
The range is 5 pieces. This means the difference between the maximum number of pieces eaten and the minimum number of pieces eaten is 5 pieces.
The range is 3 pieces. This means the difference between the maximum number of pieces eaten and the minimum number of pieces eaten is 3 pieces.
Number of Pieces of Pizza Eaten: 3, 2, 6, 2, 1, 4, 2, 5, 4, 6
The range is 3.5 pieces. This means people tended to eat about 3.5 pieces.
The range is 35 pieces. This means people ate a total of 35 pieces of pizza at the pizza party.
The range is 5 pieces. This means the difference between the maximum number of pieces eaten and the minimum number of pieces eaten is 5 pieces.
The range is 3 pieces. This means the difference between the maximum number of pieces eaten and the minimum number of pieces eaten is 3 pieces.
The correct statement is:
The range is 5 pieces. This means the difference between the maximum number of pieces eaten and the minimum number of pieces eaten is 5 pieces.
The range is 5 pieces. This means the difference between the maximum number of pieces eaten and the minimum number of pieces eaten is 5 pieces.
Use the table to answer the question.
Number of Siblings: 0, 1, 2, 3, 4, 5 Number of 6th Graders: 3, 12, 5, 2, 0, 1
Kaylen wants to know how many siblings 6th graders have. She surveys the 6th graders on her soccer team. Her results are given in the table. What is the range of her data?
12 siblings
26 siblings
5 siblings
2 siblings
Number of Siblings: 0, 1, 2, 3, 4, 5 Number of 6th Graders: 3, 12, 5, 2, 0, 1
Kaylen wants to know how many siblings 6th graders have. She surveys the 6th graders on her soccer team. Her results are given in the table. What is the range of her data?
12 siblings
26 siblings
5 siblings
2 siblings
In this case, range indicates the difference between the maximum and minimum number of siblings among the 6th graders surveyed. The minimum number of siblings is 0 and the maximum number of siblings is 12.
Therefore, the range of her data is 12 siblings.
Therefore, the range of her data is 12 siblings.
1 answer