Tyrell recorded his science scores and his math scores. the measures of center and variation for each score are shown in the table below. measures of center and variation for tyrell’s science and math scores science math mean 78 80 median 80 80 mode 60 85 range 40 15 mean absolute deviation 14.4 4.0 which inference can be made when analyzing the data in the table? there is more variation in the science scores. tyrell prefers math over science. the mode is the best measure of the typical score for both science and math. the median for each subject is the same as the mean.

The correct is 1. There is more variation in the science scores.

Step-by-step explanation:

Tyrell recorded his science scores and his math scores. The measures of center and variation for each score are shown in the table below.

Measures of Center and Variation for Tyrell’s       Science      Math

                         Mean                                                    78            80

                         Median                                                 80            80

                         Mode                                                    60            85

                         Range                                                   40            15

          Mean Absolute Deviation                                 14.4           4.0

The larger mean absolute deviation represent the greater variation.

Since the mean absolute deviation of science score is more than the math score, therefore There is more variation in the science scores.

Hence the correct option is 1.

Mean is the best measure of the typical score of both science and math because it includes all the values.

Therefore option 3 is incorrect.

Mean of science is 78 and median of science is 80.

Since 78≠80, therefore mean and median are not same.

Therefore option 4 is incorrect.

true

step-by-step explanation:

use distributive property on all like terms and change your signs if you have a double negative or if you have positive/negative