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Histogram Maker Histograms

Describe your data and get a clean, labeled histogram in seconds. Bins, axes, titles, and frequency counts are all handled for you, whether you need a quick class chart or a polished report visual.

Labeled axes and binsMultiple distribution shapesFrequency curve overlay optionSlide and report readyLast updated: 2026-06-21

Histogram Examples

Browse histograms made with Figviz, or generate your own above

Basic Frequency Histogram

A straightforward frequency histogram with clearly labeled axes and equal-width bins, the ideal starting point for any data set.

histogramfrequencylabeled axes

Normal (Bell-Shaped) Distribution

A symmetric histogram with bars rising to a central peak and falling evenly on both sides, illustrating a normal distribution.

histogramnormal distributionbell curve

Right-Skewed Distribution

A right-skewed histogram where most values cluster at the low end and a long tail extends to the right, common in income or response-time data.

histogramskewedpositive skew

Histogram with Frequency Curve Overlay

A histogram with a smooth frequency curve drawn over the bars to highlight the underlying distribution shape.

histogramfrequency curvedensity overlay

Grade/Score Distribution Histogram

A classroom histogram mapping exam scores to grade bands (A, B, C, D, F) so teachers and students can see the grade distribution at a glance.

histogramgradeseducation

Histogram vs Bar Chart: Gaps vs No Gaps

A side-by-side visual showing the key structural difference: histogram bars touch (continuous data), bar chart bars have gaps (categorical data).

histogrambar chartcomparison

Histogram prompts you can copy

Describe the measurement, bin boundaries, and labels to get a histogram that is ready to teach or present.

Class test-score distribution

A print-ready classroom chart with equal-width score bins.

Create a histogram titled "Grade 8 Science Test Scores" for 80 students. Use adjacent 10-point bins: 40-49, 50-59, 60-69, 70-79, 80-89, and 90-100. Frequencies are 3, 7, 14, 24, 21, and 11. Label the x-axis "Test score" and the y-axis "Number of students". Show the count above each bar. Clean classroom style, white background.

Right-skewed income data

A distribution example with a clear long right tail.

Create a histogram titled "Monthly Household Income Distribution" showing a right-skewed distribution. Use adjacent bins in thousands of dollars: 0-2, 2-4, 4-6, 6-8, 8-10, 10-12, and 12-14+, with frequencies 28, 35, 22, 12, 7, 4, and 2. Label both axes and add a small annotation noting the long right tail. Professional statistics textbook style, white background.

Reaction-time comparison

Use a smooth overlay to discuss the shape of a data set.

Create a histogram titled "Human Reaction Times" for 120 trials, using adjacent 50 ms bins from 150 ms to 450 ms. Show a roughly bell-shaped distribution peaking at 250-300 ms, with a smooth frequency curve over the bars. Label the x-axis "Reaction time (ms)" and y-axis "Frequency". Clear scientific chart style, white background.

What is a histogram maker?

A histogram maker is a tool that turns raw data descriptions into a frequency distribution chart: adjacent bars that show how many values fall within each equally-spaced bin. Unlike a bar chart, the bars in a histogram touch because the data is continuous, not categorical. Figviz builds the chart from a plain description, so you can specify your bin ranges, axis labels, and distribution shape without touching a spreadsheet or charting library.

How to make a histogram

Describe your data set: what it measures, the value range, and roughly how many values you have.
Choose the number of bins (a good rule of thumb is the square root of the number of data points, rounded to the nearest whole number).
Add axis label names (for example "Score" on the x-axis and "Number of Students" on the y-axis) and a chart title.
Pick a style (Classic, Colorful, or Minimal) and your preferred aspect ratio.
Click Generate, inspect the chart, and refine the prompt if the bin widths or scale need adjusting.

Histogram vs bar chart: what is the difference?

The defining difference is whether the bars touch. A histogram displays continuous data grouped into bins, so the bars are adjacent with no gaps, forming a shape that reveals the distribution (normal, skewed, bimodal). A bar chart displays categorical or discrete data, so the bars are separated by gaps to signal that the categories are independent. If you are plotting exam scores or measurements, you need a histogram. If you are plotting survey responses or fruit sales by type, you need a bar chart.

Tips for a clear and accurate histogram

Bin width matters more than bin count: too few bins hide the shape; too many create noise. Aim for 5 to 15 bins for most data sets.
Always label the x-axis with the bin boundaries (for example 0-10, 10-20) rather than just midpoints, so readers know exactly what range each bar covers.
Include a y-axis label specifying whether you are showing frequency (count) or relative frequency (proportion).
If you need to overlay a normal curve or frequency polygon, ask for it in your prompt: it makes skewness and kurtosis easier to spot.
Use the 4:3 aspect ratio for slides and reports; 16:9 works well for wide-screen presentations.

Three rules for choosing the number of bins

Square-root rule: bins = the square root of the number of observations, rounded to a whole number. Quick, and the usual starting point in introductory statistics courses.
Sturges' rule: bins = the base-2 logarithm of the number of observations, plus one. It assumes roughly normal data and tends to give too few bins for large samples.
Freedman-Diaconis rule: bin width = 2 times the interquartile range, divided by the cube root of the number of observations. It uses the IQR instead of the range, so a single extreme value cannot stretch every bin.
None of these is correct in an absolute sense. They are starting points, and the honest test is whether the shape survives when you nudge the bin count up and down.

Reading the shape of a distribution

The point of a histogram is the outline, not the individual bars. A symmetric mound with one peak suggests an approximately normal distribution, and overlaying a curve makes that easier to judge; the Bell Curve Generator draws that comparison directly. A long tail to the right, common in incomes, waiting times, and counts, is right-skewed, and here the mean sits above the median. A long left tail is left-skewed, with the mean below the median. Two separate peaks usually mean two populations have been mixed together, such as two classes or two machine settings, and the fix is to split the data rather than to re-bin it. A flat profile across the range suggests values are roughly uniform. Isolated bars separated by empty bins are candidate outliers and deserve a look at the raw records before you draw any conclusion.

Histograms and the charts they are confused with

Bar chart: separate categories with gaps between bars. Use the Bar Chart Maker when the x-axis holds names, not numbers.
Box plot: the same distribution compressed to median, quartiles, and outliers. A Box Plot Generator is the better choice when you need to compare many groups at once.
Dot plot: one mark per observation, which keeps individual values visible. Good for small samples where binning would throw away detail, and available from the Dot Plot Generator.
Frequency polygon: the midpoints of the histogram bars joined by lines, useful for laying two distributions over each other.

Frequently asked questions

A histogram maker is a tool that builds a frequency distribution chart from a description of your data. With Figviz you describe the data range, bin count, and axis labels, and the AI generates a clean, labeled histogram in seconds, ready to download and use in reports or slides.

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