An international company has 29,700 employees in one country. If this represents 18.8% of the company's employees, how many employees does it have in total? Round your answer to the nearest whole number.
Answer (2)
Define T as the total number of employees.
Set up the equation 0.188 T = 29700 .
Solve for T by dividing both sides by 0.188: T = 0.188 29700 = 157978.7234 .
Round T to the nearest whole number: 157979 .
Explanation
Understanding the Problem We are given that 29,700 employees represent 18.8% of the total number of employees in the company. Our goal is to find the total number of employees.
Setting up the Equation Let T be the total number of employees in the company. We can set up the equation: 0.188 T = 29700
Solving for T To solve for T , we divide both sides of the equation by 0.188: T = 0.188 29700
Calculating T Calculating the value of T :
T = 157978.7234
Rounding to the Nearest Whole Number Rounding the value of T to the nearest whole number, we get: T ≈ 157979
Final Answer Therefore, the total number of employees in the company is approximately 157,979.
Examples
Imagine you are managing a project where you know a certain number of tasks completed represents a specific percentage of the total project tasks. By using the same method, you can calculate the total number of tasks required for the entire project. This is useful in project management, resource allocation, and understanding the overall scope of work. For instance, if completing 30 tasks represents 20% of the project, you can calculate the total tasks as follows: 0.20 × Total Tasks = 30 , so Total Tasks = 0.20 30 = 150 .
The total number of employees in the company is approximately 157,979. This is calculated by setting up an equation based on the given percentage. After solving the equation and rounding, we find the total amount.
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