Descriptive Statistics (Mean, Median, Mode, Std Dev)
Part of the Data Analyst Roadmap
In short
"Average salary in our class is ₹18 lakh!" Then you learn one student got ₹1.5 crore. Knowing mean vs median stops you being fooled, and stops you fooling others.
The basic summary numbers for any dataset — mean and median describe the center (and disagree when data is skewed), mode is the most frequent value, and standard deviation describes spread.

Think of it like this
Lining up by height
Line up your hostel wing by height. The middle person is the median. Add one 7-foot basketball player and the mean jumps, but the median barely moves. Standard deviation is how spread out the line is: all similar, or wildly different.
Watch it happen
One big salary changes the mean
1/5Five placement offers in lakhs per year: 6, 7, 7, 8, 9.
The big ideas
What you need to know
Mean: the balance point
Sum divided by count. Great for symmetric data, easily dragged by extreme values.
Median: the middle value
Sort and take the middle. Resistant to outliers, so better for incomes, house prices and delivery times.
Mode: the most common
Useful for categories, like the most popular pizza size. A dataset can have more than one mode.
Standard deviation: the spread
Roughly how far values typically sit from the mean. Small means consistent, large means all over the place.
See it in code
Walk through the code
1=AVERAGE(B2:B101)2=MEDIAN(B2:B101)3=MODE.SNGL(B2:B101)4=STDEV.S(B2:B101)5=QUARTILE.INC(B2:B101, 3) - QUARTILE.INC(B2:B101, 1)1/3Centre: mean, median, mode. If mean and median differ a lot, the data is skewed.
The five numbers to check first on any numeric column. STDEV.S is for a sample, which is almost always what you have.
Save yourself the pain
Common mistakes
Oops
Reporting average delivery time when a few orders took hours.
Do this instead
Report the median and maybe the 90th percentile. They describe a typical customer far better.
Oops
Quoting a mean with no sense of spread.
Do this instead
Add standard deviation or a range. 'Average 30 min, most between 22 and 38' tells a fuller story.
Your mission
Describe your own data
Quick check
House prices in an area are heavily skewed by a few mansions. Which number best describes a typical house?
Go deeper
- 1Calculate all 4 by hand on a small dataset before using a tool.
- 2Learn why median is more robust to outliers than mean.
- 3Find a real dataset where mean and median differ noticeably, and explain why.
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