How many total students are in Mr. Griffin's class?

Understand the Problem

The question asks how many total students are in Mr. Griffin's class, given that 24 students represent 80% of the class. To find the total number of students, we can use a proportion based on the given percentage.

Answer

The total number of students in Mr. Griffin's class is $ 30 $.

Steps to Solve

Understand the Percentage Relationship To find the total number of students in the class, we know that 24 students represent 80% of the class. We need to determine what 100% (the total class) is.
Set Up the Equation Let ( x ) be the total number of students in Mr. Griffin's class. From the information provided, we can express this relationship as: $$ 0.80x = 24 $$ This equation states that 80% of the total number of students equals 24.
Solve for the Total Number of Students To isolate ( x ), divide both sides of the equation by 0.80: $$ x = \frac{24}{0.80} $$
Calculate the Value Now perform the calculation: $$ x = \frac{24}{0.80} = 30 $$ So the total number of students in Mr. Griffin's class is 30.

The total number of students in Mr. Griffin's class is ( 30 ).

More Information

In Mr. Griffin's class, 80% represented by 24 students is a common scenario in percentage problems. This illustrates how to convert a part into a whole using percentages.

Tips

Misunderstanding percentages: A common mistake is thinking that 24 is the total when it’s a part. Always remember to identify what the part and whole are.
Incorrectly calculating the division: Ensure to accurately divide to find the total number of students. Double-check calculations for errors.

AI-generated content may contain errors. Please verify critical information

Thank you for voting!