HELPP PLSS 50 POINTS IF RIGHT..

The data given represents the height of basketball players, in inches, on two different girls' teams.

Super Stars
66 66 66
63 63 63
65 65 65
64 64 64
58 58 58
Champs
62 69 65
68 60 70
70 58 67
66 75 70
69 67 60

Compare the data and use the correct measure of center to determine which team typically has the tallest players. Explain your answer.
The Champs, with a mean of about 66.4 inches
The Super Stars, with a mean of about 60.8 inches
The Champs, with a median of 67 inches
The Super Stars, with a median of 63 inches

Based on the calculations, the team typically with the tallest players is the Champs, as they have both a higher mean (66.4 inches) and a higher median (67 inches) compared to the Super Stars team.

Step-by-step explanation:

Mean height = (663 + 633 + 653 + 643 + 58*3) / 15

Mean height = (198 + 189 + 195 + 192 + 174) / 15

Mean height = 948 / 15

Mean height = 63.2 inches

Median height: Since the data is already sorted, the median is the middle value, which is the second value in the Super Stars team, so the median is 63 inches.

Champs:

Mean height = (62+69+65 + 68+60+70 + 70+58+67 + 66+75+70 + 69+67+60) / 15

Mean height = (196 + 198 + 195 + 211 + 196) / 15

Mean height = 996 / 15

Mean height = 66.4 inches

Median height: The data is not sorted in ascending or descending order, but if we arrange it in ascending order, we find that the middle value is 67 inches. Hence, the median height for the Champs is 67 inches.