In a cheerleading competition, each team receives scores in eight categories. One team has an average score of 7.25 in the eight categories. Write a division equation in the &qu…

Question

In a cheerleading competition, each team receives scores in eight categories. One team has an average score of 7.25 in the eight categories. Write a division equation in the "Show Your Work" box and then solve algebraically to find the team’s total score s. Place your final answer in the space provided.

Answer 1

The total teams score in competition are 58.

Based on the condition, the solution to find the total teams score:

- Given the identify of variables:

Mean Score: 7.25/team

Categories : 8

Total team score: s

- Formulated the variables become equation properly:

s = Mean score x Categories

s = 7.25 x 8

s = 58

- Hence, The total teams score in competition are 58.

Equation

Equation refers to a mathematical expression containing the equals sign. Algebra is frequently used in equations. In mathematics, algebra is employed when the exact value of a calculation cannot be determined.

An equation is merely a numerical statement that can substitute a variable for an unknown value. A variable is a letter that is used to represent an unknown value. It can be any letter, although the letter x is the most common.

All formulas are equations. Some equations are not formulas. Equations are intended to be solved for a certain variable.

The variable of this problem is mean score, categories and total score. From this variable, identify each function to find the equation then the result.