Erica sells pottery at fairs every summer. She records the number of items she sells each day. The number of items she sells each day over the course of 8 days is 32, 56, 19, 8, 19, 58, 34, 19. Describe the spread of the number of items Erica sold each day using the mean absolute deviation. (1 point)
Responses
The mean absolute deviation is approximately 50. The difference between the maximum number of items Erica sold in a day and the minimum number of items Erica sold in a day was 50.
The mean absolute deviation is approximately 50. The difference between the maximum number of items Erica sold in a day and the minimum number of items Erica sold in a day was 50.
The mean absolute deviation is approximately 14.4. On average, the number of items Erica sold each day is about 14.4 items from the mean.
The mean absolute deviation is approximately 14.4. On average, the number of items Erica sold each day is about 14.4 items from the mean.
The mean absolute deviation is approximately 14.4. Erica sold within 14.4 items of the mean each day.
The mean absolute deviation is approximately 14.4. Erica sold within 14.4 items of the mean each day.
The mean absolute deviation is approximately 30.6. Erica sold around 31 items each day.
The mean absolute deviation is approximately 20.5. This means that, on average, the number of items Erica sold each day differed by about 20.5 items from the mean.
choose an answer
The mean absolute deviation is approximately 20.5. This means that, on average, the number of items Erica sold each day differed by about 20.5 items from the mean.
choose an answer from above
The mean absolute deviation is approximately 20.5. This means that, on average, the number of items Erica sold each day differed by about 20.5 items from the mean.
your wrong
I apologize for the error in my response. Based on the options provided, the correct answer is:
The mean absolute deviation is approximately 14.4. On average, the number of items Erica sold each day is about 14.4 items from the mean.