Question

Eric is comparing the credit scores of his friends. The scores he gathered are found in the table below. 588 838 691 818 846 725 605 732 750 Among this batch of credit scores, find whether the mean or the median is higher, and how much higher it is. (Round to the nearest whole point, if applicable.) a. The mean is 113 points higher than the median. b. The mean is 1 point higher than the median. c. The median is 15 points higher than the mean. d. The median is 8 points higher than the mean.

Answer 1

Answer:

d 8 point higher than the mean

Answer 2

The mean is 1 point higher than the median.

Step-by-step explanation:

Eric is comparing the credit scores of his friends. The data he gathered in the table below :

588, 838, 691, 818, 846, 725, 605, 732, 750

To find Mean of the data set

$Mean=\frac{\text{Addition of terms}}{\text{Number of terms}}$

$Mean=\frac{(588+838+691+818+846+725+605+732+750)}{9}$

   $=\frac{6593}{9}$

      = 732.555 ≈ 733

Mean = 733

Now to find Median we will arrange the data into ascending order

588, 605, 691, 725, 732, 750, 818, 838, 846

Middle number of the data is called median that is 732.

Median = 732

The mean is 1 point higher than the median.

Learn more to calculate mean, median : https://brainly.in/question/8576832