Bezier Curve Calculator
Calculate and model Bezier curves used in design and computer graphics.
Inputs
About Bezier Curves
Bezier curves are parametric curves used in computer graphics to model smooth curves. They are defined by a set of control points.
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How Bezier Curve Calculator Works
Calculate points along Bezier curves using control points. The parameter t ranges from 0 (start) to 1 (end) and determines position along the curve.
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Step 1
Select curve type (Quadratic or Cubic)
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Step 2
Enter control point coordinates
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Step 3
Set the parameter t value (0 to 1)
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Step 4
View the calculated point on the curve
Use Cases
Vector graphics design (Adobe Illustrator, Figma)
Animation path creation
Font design and typography
CSS transitions and easing functions
Tips
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t=0 gives the starting point P0 and t=1 gives the ending point
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A quadratic curve needs 3 points and a cubic needs 4 points
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Control points define the curve shape but the curve does not necessarily pass through them
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Bezier curves are the foundation of SVG files and TrueType fonts
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Multiple Bezier curves can be connected to create complex shapes
Common Mistakes
Entering a t value outside the 0-1 range
Confusing control points with pass-through points
Not understanding that the curve does not pass through middle control points
Using a quadratic curve for shapes that need more flexibility
Frequently Asked Questions
What is the difference between quadratic and cubic Bezier curves?
What does the parameter t represent?
Does the curve pass through the control points?
Where are Bezier curves used?
How do I create a smooth Bezier curve connected to another curve?
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