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![Code
Presentation title
• Plot3D [] .. This is the main code for 3D plotting
• Plot3D [equation/function , {variable,
min,max},{var,min,max}]
• Consult Mathematica files for examples.
20XX 3](https://image.slidesharecdn.com/3dplottingandcontourplotting-221226015248-2d1a49b3/75/3D-plotting-and-contour-plotting-pptx-3-2048.jpg)


![Code
Presentation title
• ContourPlot [] .. This is the main code for 3D plotting
• ContourPlot[equation/function , {variable,
min,max},{var,min,max}]
• Consult Mathematica files for examples.
20XX 6](https://image.slidesharecdn.com/3dplottingandcontourplotting-221226015248-2d1a49b3/75/3D-plotting-and-contour-plotting-pptx-6-2048.jpg)


3D plots are generated from data defined as Z=f(X,Y), with Plot3D[] being the main code. Contour plots represent a 3D surface by plotting constant z slices called contours on 2D, drawing lines connecting (x,y) coordinates with the same z value. ContourPlot[] is the main code, and examples can be found in Mathematica files.


![Code
Presentation title
• Plot3D [] .. This is the main code for 3D plotting
• Plot3D [equation/function , {variable,
min,max},{var,min,max}]
• Consult Mathematica files for examples.
20XX 3](https://image.slidesharecdn.com/3dplottingandcontourplotting-221226015248-2d1a49b3/75/3D-plotting-and-contour-plotting-pptx-3-2048.jpg)


![Code
Presentation title
• ContourPlot [] .. This is the main code for 3D plotting
• ContourPlot[equation/function , {variable,
min,max},{var,min,max}]
• Consult Mathematica files for examples.
20XX 6](https://image.slidesharecdn.com/3dplottingandcontourplotting-221226015248-2d1a49b3/75/3D-plotting-and-contour-plotting-pptx-6-2048.jpg)

