🧮 Math Calculator

Average Calculator

Calculate various types of averages including mean, median, mode, and weighted average. Perfect for students, researchers, and professionals working with data analysis.

Average Calculator

Calculate various types of averages including mean, median, mode, and weighted average

Enter Your Numbers

Separate numbers with commas

Leave empty for simple average. Number of weights must match number of values.

Numbers entered:
0

About Averages

• Arithmetic Mean: Sum of all values divided by count

• Median: Middle value when numbers are sorted

• Mode: Most frequently occurring value(s)

• Weighted Average: Values multiplied by weights, then averaged

Example Calculations

10, 20, 30, 40, 50
Mean: 30, Median: 30
1, 2, 2, 3, 4
Mean: 2.4, Mode: 2
5, 10, 15 (weights: 1, 2, 3)
Weighted: 12.5

Understanding Different Types of Averages

Averages are fundamental statistical measures that help us understand the central tendency of a dataset. Different types of averages are useful in different situations, and understanding when to use each one is crucial for accurate data analysis.

Our calculator provides multiple types of averages and statistical measures, giving you a comprehensive view of your data. Whether you're working with grades, financial data, scientific measurements, or any other numerical dataset, this tool will help you calculate the appropriate averages.

The calculator also includes additional statistical measures like variance, standard deviation, and range to give you deeper insights into your data distribution.

How to Use This Calculator

1Enter your numbers separated by commas in the first field
2Optionally add weights for weighted average calculations
3Click "Calculate Averages" to see all results
4Review the comprehensive statistical summary

When to Use Different Averages

📊

Arithmetic Mean

Best for normally distributed data without extreme outliers. Most commonly used average.

🎯

Median

Ideal for data with outliers or skewed distributions. Represents the middle value.

⚖️

Weighted Average

Use when some values are more important than others, like weighted grades or prices.