Question

in a cheerleading competition, each team receives scores in eight categories. One team has a mean score of 7.25 in the eight categories. Write and solve am equation to find the teams total scrore (s).

Answer 1

The team's total score (S) for the cheerleading competition can be found by multiplying the mean score of 7.25 by the number of categories, which is 8, resulting in a total score of 58.

Step-by-step explanation:

To find the team's total score (S) in the cheerleading competition, where the mean score is 7.25 across eight categories, you can set up the equation using the formula for the mean:

Mean = (Total Sum of Scores) / (Number of Categories)

Since the mean is 7.25 and there are eight categories, the equation will be:

7.25 = S / 8

To find S, multiply both sides of the equation by 8:

7.25 * 8 = S

S = 58

Therefore, the team's total score for the eight categories is 58.

Answer 2

The mean is calculated by dividing the total sum of all the numbers, by the number of numbers. or in this case...

Mean=(total score)/(number of categories)
plug in the data that we know
7.25=(total score)/(8)
multiply both sides by 8
58=(total score)

Answer=58