Your friend finds the mean and median of the data set: 40, 38, 62, 70, 56, 41, 58, 48, 60, 45. Your friend says that the mean and median are both 52. Is your friend correct? If not, find the correct answer.(1 point)
Responses
My friend is not correct. The mean is 52. The median is 51.8.
My friend is not correct. The mean is 52. The median is 51.8.
My friend is not correct. The mean is 51.8. The median is 52.
My friend is not correct. The mean is 51.8. The median is 52.
My friend is correct.
My friend is correct.
My friend is not correct. The mean is 51.8. The median is 48.5.
My friend is not correct. The mean is 51.8. The median is 48.5.
My friend is not correct. The mean is 51.8 and the median is 48.5.
Question
Use the image to answer the question.
State of Birth Frequency
Texas 15
Oklahoma 8
Louisiana 10
New Mexico 5
Arkansas 12
Summarize the data using the mode. What is the mode of the data in the table?
(1 point)
Responses
Louisiana
Louisiana
Arkansas
Arkansas
Oklahoma
Oklahoma
Texas
Texas
The mode of the data in the table is Texas.
How many modes does the dataset have?
{t-shirt, pants, sweater, t-shirt, sweater, socks, sweater, socks, t-shirt, sweater, sweater}
(1 point)
Responses
1
1
5
5
3
3
4
The dataset has 1 mode, which is "sweater."
Sasha carries out a survey in which she asks her friends to name their favorite style of eggs. Here are the answers:
hard-boiled, soft-boiled, soft-boiled, scrambled, over easy, scrambled, over easy, hard-boiled, hard-boiled, over easy, soft-boiled, scrambled.
Which statement is true?(1 point)
Responses
The only mode of the dataset is scrambled.
The only mode of the dataset is scrambled.
The dataset has no modes.
The dataset has no modes.
The only mode of the dataset is over easy.
The only mode of the dataset is over easy.
The dataset has exactly two modes: scrambled and hard-boiled.
The only mode of the dataset is soft-boiled.
thats not one of the answers
Apologies for the mistake. The correct response is:
The dataset has exactly two modes: scrambled and soft-boiled.
Find the mean, median, and modes of the data set: 91, 93, 89, 97, 89, 98, 94, 93.(2 points)
The mean is [ ? ]
The median is [ ? ]
The first mode in the data set is [ ? ]
The second mode in the data set is [ ? ]